tag:blogger.com,1999:blog-60603395930409416462024-03-14T04:21:42.312+09:00おぼえがきのおぼえがきTwitter備忘録、おぼえがき@wikiネタ帳、興味のあることのメモ帳 dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.comBlogger37125tag:blogger.com,1999:blog-6060339593040941646.post-82271880020252717272023-05-21T18:38:00.001+09:002023-05-21T18:39:05.193+09:00OS更新切れのChromeBookに最新ChromeOSをいれてみた<p> 中古PC店にジャンクをあさりに行ったら、Chromebookが2000円弱で投げ売りされていたので購入。投げ売りの理由は、OSの更新が2022年6月に切れていたのだった。</p><p>機種はDell Chromebook 11 3820というもの。スペックが貧弱なので、最新のChromeOSを入れてやることにした。</p><p>ChromebookのBiosをOpenCoreBootに変更するとPC用のOSがインストールできるとのこと。ただしBiosの書き換えには書き換え保護ネジを外す必要があるとのこと。<br />裏蓋を外して、WPと書いてあるネジを探して取り外す。</p><p>https://mrchromebox.tech/#fwscript</p><p>からBios書き換え用のスクリプトをダウンロードするのだが、スクリプトを動かすためには「開発者モード」にChromebookを設定する必要がある。</p><p>Chromebook 11 3820では、パワーON時にESCとF3(回転マーク)を同時に押してブートして、さらにCtrl+Dで開発者モードに入れる。</p><p>開発者モードでターミナルを立ち上げて、Ctrl+Alt+Tでcroshに入り、さらにここでshellと打ち込んでからBios書き換えスクリプトを実行すると下のような画面がでる。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQe1YROQMXu9gc-yBn63yWQ9gu5CTlIeo7tcY-Lo6Yvm4j8IuOdNb9NGzAJXncT_ZoQFwzizH242LYmhGRi1p2eJdp4r685F09QpTcqEzp57DCr50cDs9iNg286SQGWaUIv4ohxHeZXp68Cq4tc5kwaEJlvplzwkTLtLs59wxPZNW5Yutcz_j6NR8lBA/s573/fwutil_cros_wp-on.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="373" data-original-width="573" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQe1YROQMXu9gc-yBn63yWQ9gu5CTlIeo7tcY-Lo6Yvm4j8IuOdNb9NGzAJXncT_ZoQFwzizH242LYmhGRi1p2eJdp4r685F09QpTcqEzp57DCr50cDs9iNg286SQGWaUIv4ohxHeZXp68Cq4tc5kwaEJlvplzwkTLtLs59wxPZNW5Yutcz_j6NR8lBA/s320/fwutil_cros_wp-on.png" width="320" /></a></div><p>ここで2番を選ぶとOpenCoreBootが書き込まれる。これで通常のPCと同様にUSBメモリからOSを起動できる。起動時にうさぎのロゴが表示されるはずである。</p><p>PCにChromeOSをインストールするには、ここを参考にした。</p><p>https://smartasw.com/archives/8849</p><p>Linuxは何でも良さそうだが、Live起動できるイメージが必要である。LinuxのLiveイメージを起動して、ネットワークを接続し、terminalからsetup.shを起動する。</p><p>ここではsetup.shというスクリプトを書き換えて、ChromeOSのインストール先を/dev/mmcblk1にしておくこと。でないとUSBメモリにChromeOSがインストールされる。</p><p>BrunchとChromeOSのバージョンはどちらも合わせておくこと。今回はR111を使った。ChromeOSのイメージはrummsuを選択した。OSの更新が長く行われるものを選ぶと良い気がする。</p><p>USBからのインストールが終わり、Chromebookを再起動するとBrunchが起動しファイルシステムの初期化だので20分ほど待たされる。その後ChromeOSの起動画面が出たら通常のChromebookと同様に設定して使用する。</p><p>このChromebookのスペックがしょぼいので、AndroidアプリやLinuxアプリは使用できるが速度が遅く、ディスクがすぐ足りなくなる。Linux上ではwineも動くので、Windowsアプリもものによっては動く。</p><p>設定のChromeOSについてを確認すると、2026年まで自動更新が行われるとある。もうしばらく遊べそうである。</p>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-84903630041723562922023-04-10T19:48:00.002+09:002023-04-10T19:53:36.098+09:00激安中華FPGAでPC8001mを動かしてみた<p> <a href="http://oboegaki-no-oboegaki.blogspot.com/2020/04/fpgacpu10.html" target="_blank">以前買った激安中華FPGA</a>でPC8001mを動かしてみようとふと思い立った。</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHXbD5PVz3FBn961muhSovVeFUrLwI9cpDlRWqO6ZT8y3uqlrl4XcMUe_7-cERy6gYkzQ90iWr1Tsy1ArdkwCyRhVSxhUEZtCTg2gwk8TivwoB7-TvX-zmnem6izjfEY3tJxBKUrrcc4MwlpSS01H0xW73NwbcJgylvedQ-UjHbNCYmPmMPbJmNZgkyQ/s320/USB-Blaster-altera-fpga-board-altera-kit-fpga-development-board-EP4CE6E22C8N-board-cyclone-IV-board.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHXbD5PVz3FBn961muhSovVeFUrLwI9cpDlRWqO6ZT8y3uqlrl4XcMUe_7-cERy6gYkzQ90iWr1Tsy1ArdkwCyRhVSxhUEZtCTg2gwk8TivwoB7-TvX-zmnem6izjfEY3tJxBKUrrcc4MwlpSS01H0xW73NwbcJgylvedQ-UjHbNCYmPmMPbJmNZgkyQ/s1600/USB-Blaster-altera-fpga-board-altera-kit-fpga-development-board-EP4CE6E22C8N-board-cyclone-IV-board.jpg" width="320" /></a></div>当時3000円程度で買えたが、VGAポートやPS/2ポートもついていた。<p></p><p>安いのには訳があって、ロジックエレメントが10Kしかなく、メモリブロックも少ないのであった。</p><p> 昨今FPGAで古のコンピュータを動かす試みがあって、昔あこがれたPC8001を模倣する<a href="https://github.com/radiojunkbox/pc8001m" target="_blank">PC8001m</a>を試してみることにした。</p><p>Githubからソースを落としてQuartus Primeで読み込んでFPGAをEP4CE10E22C8に指定してビルドしてみた。</p><p> Fitterでメモリブロックが足らないといわれたので、素直にramを減らしてゆくとビルドが通るようになった。</p><p>ピンを配置しようとして、RGBが各4本で書かれていることがわかった。すったもんだしてRGBの配線を各一本に減らすことができた。</p><p> assign vga_b = mode ? 1'b0 : <br /> hvalid2 & vvalid2 & lb_out[3] & lb_out[0] ? 1'b1 : 1'b1;<br /> assign vga_r = mode ? 1'b0 :<br /> hvalid2 & vvalid2 & lb_out[3] & lb_out[1] ? 1'b1 : 1'b0;<br /> assign vga_g = mode ?<br /> ( hvalid2 & vvalid2 & lb_out[3] ? { lb_out[2:0], 1'b1 } : 1'b0 ) :<br /> ( hvalid2 & vvalid2 & lb_out[3] & lb_out[2] ? 1'b1 : 1'b0 ); <br />(crtc.vの440行目あたり)</p><p><br /></p><p>これで何か出るかなとVGAモニタをつないでみると、何やら文字が出た。</p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dx6PeGeAgqTQnd3PFSVC3i2sgRF2UfzIIlYlciViAUTTksihMXcdy7aYEc5R3j3rHPS-Q5C4ijd1Ww3s56Qow' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /> 文字が表示されているがなにやらおかしい。メモリを削りすぎたようだ。<p></p><p> 職場にオリジナルのPC8001mで使われていたDE0-CVがあったので拝借してメモリをどこまで減らしてもBasicが起動するか確かめたところ、8kBまでは起動した。</p><p>現状メインメモリは2kBしかないので、どこかから拝借してくる必要がある。</p><p>ソースをよく見てみると外部ROMに結構容量を取られていることがわかったので、これを使わないようにして、メインメモリを8kBにしたところ、n80Basicが起動した。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGlDY2aGpRSimQU1MYbHVbn0zktfi9dw8Q86FVf8XCa1tX3aVGkxIK-M6iaKP2fBjVp0WmB2g-8TPjrgUswtvEJcL5xVDZ9xEM5XXtAb5SRsHSrcfYCJq9ClUq0XLSj4w83oq64w6e8Wdm9XyaqjxGKb5U7MsyNbvKPgelQplt3rE1aJTWYx8HZ-5nmQ/s680/FtWAdSeaQAIlM8v.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="680" data-original-width="510" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGlDY2aGpRSimQU1MYbHVbn0zktfi9dw8Q86FVf8XCa1tX3aVGkxIK-M6iaKP2fBjVp0WmB2g-8TPjrgUswtvEJcL5xVDZ9xEM5XXtAb5SRsHSrcfYCJq9ClUq0XLSj4w83oq64w6e8Wdm9XyaqjxGKb5U7MsyNbvKPgelQplt3rE1aJTWYx8HZ-5nmQ/s320/FtWAdSeaQAIlM8v.jpg" width="240" /></a> </div><div class="separator" style="clear: both; text-align: center;"> </div><p>いろいろ削ってメモリブロックの使用率が80%台になったので、この基板で起動できた。</p><p>やれやれw<br /></p>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-78704981715507395592023-01-22T17:55:00.001+09:002023-01-22T17:55:15.334+09:00もうひとつの「ニッポンカメラ」を追って<p> ニッポンカメラといえば、戦中期に開発された国産ライカコピー「ニッポン」が有名である。(例えば、森亮資氏による<a href="http://www.jshit.org/kaishi_bn2/18_2mori.pdf" target="_blank">研究</a>を参照いただきたい)</p><p>だが、戦前にもう一つ、「ニッポンカメラ」と呼ばれたカメラが存在したことをご存知だろうか。</p><p> 昭和11年(1936年)、「アマチュアカメラ」誌4月号の水野写真機店広告を始まりとして、当時の雑誌、書籍で広く宣伝された「ニッポンカメラ」がそれである。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh45GaVqaNMNct9ijYjmS3O13VFDyvOuuWZ0GoSukT_QjjkSo2LRiBbM15On44-bbZCar13SgR6T0wy_2BHO7Z4UWwUGPQMrUHZpjqolbzNYhl6LcM_9YK2FydHn93Dzc8Q9BkvJOjeyY6u1b5HVc7rosseN1A1JHb6u-FU3gFuoMPl9EFBTa2dZgvI_g/s942/AmatureCameraMay1936.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="942" data-original-width="621" height="623" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh45GaVqaNMNct9ijYjmS3O13VFDyvOuuWZ0GoSukT_QjjkSo2LRiBbM15On44-bbZCar13SgR6T0wy_2BHO7Z4UWwUGPQMrUHZpjqolbzNYhl6LcM_9YK2FydHn93Dzc8Q9BkvJOjeyY6u1b5HVc7rosseN1A1JHb6u-FU3gFuoMPl9EFBTa2dZgvI_g/w411-h623/AmatureCameraMay1936.jpg" width="411" /></a></div><p style="text-align: center;">ニッポンカメラ広告(アマチュアカメラ 1936年4月号)</p><p style="text-align: left;"> 当時としては意欲的な1/1000sまでのセミ判フォーカルプレーンシャッターを持ちながらも、国産35mmフォーカルプレーンカメラのハンザ・キヤノンの半額程度の価格で販売されていた。</p><p style="text-align: left;">ニッポンカメラには少なくとも2つの形態があったようである。ここでは古いものを前期型、より新しいものを後期型とする。</p><p style="text-align: left;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSwyLoyYLQ_XJ-Fh2lWMHs1uN1sMgR2LcwyRB-zodV2ygIQ-y2rSh3Sx7DY3IoXrln-scAL8uCpIKr2lPknWYQzG-BgHAhS9rWrIrfQqpK4KM6ZXC9QiETslA4j0yE1dzbDL1vVG-XcB1HDpfKhrIkMB5rmgib1NviKvo85NCPXZvB1ClHiuizKEtY0A/s612/ZenkiKouki.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="246" data-original-width="612" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSwyLoyYLQ_XJ-Fh2lWMHs1uN1sMgR2LcwyRB-zodV2ygIQ-y2rSh3Sx7DY3IoXrln-scAL8uCpIKr2lPknWYQzG-BgHAhS9rWrIrfQqpK4KM6ZXC9QiETslA4j0yE1dzbDL1vVG-XcB1HDpfKhrIkMB5rmgib1NviKvo85NCPXZvB1ClHiuizKEtY0A/w500-h201/ZenkiKouki.jpg" width="500" /></a></div><p style="text-align: center;">ニッポンカメラ前期型(左)と後期型(右)</p><p style="text-align: left;">当時多くの宣伝がおこなわれたにもかかわらず、現存するニッポンカメラはこれまで知られていなかった。</p><p style="text-align: left;">2018年2月、森亮資氏がFacebookのOld Camera Freakグループで<a href="https://www.facebook.com/groups/140676149371342/permalink/1353745141397764/" target="_blank">20枚ほどの写真</a>を公開するまでは。 </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyp7-GS8cVnPjVmomDNzjwH29UHyDYgnUpksGkO00rhMlQYe2XXbShqVlK0WeiXHrnKeG1bRa5luqLsjmJpIqwpUYsbz_lY9YA2DvYca2vSV9tgMbK8_ymM-TJtEiPm8HZ-D851gruRvwmwmc1URPqRUWnhF0nb9qT51HcJOE6xL0hkAKBl_5I48elCg/s1754/28423112_1071969352942414_5988580298403046177_o.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1242" data-original-width="1754" height="462" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyp7-GS8cVnPjVmomDNzjwH29UHyDYgnUpksGkO00rhMlQYe2XXbShqVlK0WeiXHrnKeG1bRa5luqLsjmJpIqwpUYsbz_lY9YA2DvYca2vSV9tgMbK8_ymM-TJtEiPm8HZ-D851gruRvwmwmc1URPqRUWnhF0nb9qT51HcJOE6xL0hkAKBl_5I48elCg/w652-h462/28423112_1071969352942414_5988580298403046177_o.jpg" width="652" /> </a></div><div style="text-align: center;">ニッポンカメラ(前期型)の写真(粟野幹男氏旧蔵資料、森亮資氏提供)</div><div style="text-align: center;"> </div><div style="text-align: left;">この写真は著名なカメラコレクターであった粟野幹男氏が残した膨大な写真を森氏が整理中にみつけたものだが、現在このカメラの所在は不明である。</div><div style="text-align: left;"><br /></div><div style="text-align: left;">○ 広告に記された特許と実用新案をさがして<p>ニッポンカメラの広告には、二大特長として「レンズと連携した距離計」、「独創的設計の巻取装置」があり、それぞれ実用新案、特許が出願中とある。</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyc7cr5E_6bN6bc6qPXtRmLi0IDpq0FBmgnwTxj3ev8CT9mWUdkIy7BwDFA8HEYWIQkeAa5u84RVH69lMPxyvfjf4NnM8EgYtQ5gJWF2w-hIcmKOfaNwzKG7_sfCo03aZpikyfCJ6wFYQkrK_wT7IIBxNE9RIJGXwCqb9IuUgfjXzSnkTXVrXiQIu4KA/s354/Tokutyo.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="354" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyc7cr5E_6bN6bc6qPXtRmLi0IDpq0FBmgnwTxj3ev8CT9mWUdkIy7BwDFA8HEYWIQkeAa5u84RVH69lMPxyvfjf4NnM8EgYtQ5gJWF2w-hIcmKOfaNwzKG7_sfCo03aZpikyfCJ6wFYQkrK_wT7IIBxNE9RIJGXwCqb9IuUgfjXzSnkTXVrXiQIu4KA/w379-h161/Tokutyo.png" width="379" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><p></p><p style="text-align: center;">当時の広告(アマチュアカメラ 1936 年 10 月号)中の特許、実用新案に関する記述 <br /></p><p>これらの記録が現在も残っていないか、J-Platpatで確認した。</p><p>ニッポンカメラの写真に残されたフィルム巻取りノブの形状は特徴的なものであり、この写真の形状に酷似した<a href="https://www.j-platpat.inpit.go.jp/c1800/PU/JP-123000/ADA5CC69171D23538DCC509DAF4F086D5F269A5B4013451EBE14A742D114B670/15/ja" target="_blank">フィルム巻取りノブの特許</a>を見つけることができた。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilHfZk7Ibb-r8E9NYubEbRuGGsAh4IkchWT5cNjd0-Mi6xiBH0alJ23_GogTlIZE1FvZxs4_6l5AvBHg3nGgR97gqXCiROb_gVoFk4zfjqPVqcdIlTa5FHUfSKFSZlaHULeUoQraUNCzaPcsqw-JZMPGDPqPSzWZNnO3WF8Rg7r81oOZ5dF3fQMvs9gw/s603/makitori.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="384" data-original-width="603" height="363" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilHfZk7Ibb-r8E9NYubEbRuGGsAh4IkchWT5cNjd0-Mi6xiBH0alJ23_GogTlIZE1FvZxs4_6l5AvBHg3nGgR97gqXCiROb_gVoFk4zfjqPVqcdIlTa5FHUfSKFSZlaHULeUoQraUNCzaPcsqw-JZMPGDPqPSzWZNnO3WF8Rg7r81oOZ5dF3fQMvs9gw/w569-h363/makitori.jpg" width="569" /></a></div><br /><p style="text-align: center;">特許123000号記載の図と実機のフィルム巻取ノブの比較<br /></p><p><br /></p><ul style="text-align: left;"><li>巻取ノブの半分が持ち上がり、取っ手となること</li></ul><ul style="text-align: left;"><li>巻取ノブの下部に、フィルム枚数を示す数字と矢印があること</li></ul><ul style="text-align: left;"><li>この特許がフィルム自動巻き止め機構のものであること</li></ul><p>以上から、特許 1230000 号はニッポンカメラのフィルム巻取ノブを表したものといえよう。</p><p>特許の発明者は、奥住孝太郎、特許権者は皆川義郎、出願は昭和 11 年 5 月 12 日である。<br /></p><p>また、奥住氏は昭和 10 年 7 月 12 日に<a href="https://www.j-platpat.inpit.go.jp/c1800/PU/JP-S11-006305/56507C3D401C22ECEC15F6BDAED0B53AC15497876881C80A5C4466615BF628ED/22/ja" target="_blank">距離系連動機構の実用新案</a>も出願している<br />この実用新案(昭和 11 年実用新案公告第 6305 号)もニッポンカメラのものである可能性が高い。<br /> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit4tDyBNkU4nSTtjFstrDpDXDLGtBWpMFC85Nx7r_NV4oK8ZqIalHjxST_l8E2m5fvOfSLGctgsZERDlFFJkJ6Ed3uvvkpQlMIpdrFe1ZDMoYSxZLnaFb1t0p1szxUWuPsr5_I4Mwy9EUhsKqRiI0BI9hjkQ03m94j3ELpn9xZ86WgGnIf1R7PCO4W1Q/s381/kyorikei.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="381" data-original-width="279" height="483" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit4tDyBNkU4nSTtjFstrDpDXDLGtBWpMFC85Nx7r_NV4oK8ZqIalHjxST_l8E2m5fvOfSLGctgsZERDlFFJkJ6Ed3uvvkpQlMIpdrFe1ZDMoYSxZLnaFb1t0p1szxUWuPsr5_I4Mwy9EUhsKqRiI0BI9hjkQ03m94j3ELpn9xZ86WgGnIf1R7PCO4W1Q/w353-h483/kyorikei.png" width="353" /></a></div><p></p><p style="text-align: center;">奥住孝太郎考案の距離計連動機構 (昭和 11 年実用新案公告第 6305 号)<br /></p><p> </p><p>なお、発見されたニッポンカメラの軍艦部の写真には K.O. CAMERA WORK と刻印されているが、奥住氏のイニシャルも K.O.である。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOkSqqXoT17ZD5XwgtScUhBXkRIbBuuxTMV8IjkFGcvrcUkQIIy66RlN3j048rcesFcYsd0ghpR9HtdvBJNZ8THx7gaLhOlrxLTTE3d3j_T1pycrf77JDzNW8esHoUqWQA6HQjVfJ9NkDIaNymNSsfNvScp7-_nALeCvsUeAokCePcCUNu_0sCRARjYQ/s1754/27023907_1071969629609053_5587857897767454556_o.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1276" data-original-width="1754" height="377" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOkSqqXoT17ZD5XwgtScUhBXkRIbBuuxTMV8IjkFGcvrcUkQIIy66RlN3j048rcesFcYsd0ghpR9HtdvBJNZ8THx7gaLhOlrxLTTE3d3j_T1pycrf77JDzNW8esHoUqWQA6HQjVfJ9NkDIaNymNSsfNvScp7-_nALeCvsUeAokCePcCUNu_0sCRARjYQ/w517-h377/27023907_1071969629609053_5587857897767454556_o.jpg" width="517" /></a></div><br /><div style="text-align: left;"><span style="font-size: small;">○ 奥住孝太郎氏についての記録</span></div><div style="text-align: left;"><span style="font-size: small;"> </span></div><div style="text-align: left;"><span style="font-size: small;">当時の記録を探すと、<span dir="ltr" face="sans-serif" role="presentation" style="left: 325.5px; top: 1233.78px; transform: scaleX(0.961292);"><a href="https://dl.ndl.go.jp/pid/1054727/1/369">昭和13年度版全国工場通覧</a>に昭和光器製作所の代表として同姓同名の人物の記載があることが判明した</span><span dir="ltr" face="sans-serif" role="presentation" style="left: 774.333px; top: 1233.78px;">。【品】写真機 との記載もあり、ここでは写真機を製造していた可能性が高い。</span></span></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2ZN3XZnJ-ui4fP2x31vlOiMu5TkTphLVZZSSnqHUY2PbyQjHawwQrF6sR13rysNVCu7MFu-ayyO8Gva0o4APpQg9P0WRnYD9PThMycwyBQ1Ie177LRA1hdiaUMdDgHIpsePQUoJwPgjfduQ1xf2_SScXWNVLmMhlG338xftVAMUW9OHM9sFYTR0Dkiw/s392/okuzumi1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="392" data-original-width="31" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2ZN3XZnJ-ui4fP2x31vlOiMu5TkTphLVZZSSnqHUY2PbyQjHawwQrF6sR13rysNVCu7MFu-ayyO8Gva0o4APpQg9P0WRnYD9PThMycwyBQ1Ie177LRA1hdiaUMdDgHIpsePQUoJwPgjfduQ1xf2_SScXWNVLmMhlG338xftVAMUW9OHM9sFYTR0Dkiw/s320/okuzumi1.png" width="25" /></a></div><div style="text-align: center;"><span dir="ltr" face="sans-serif" role="presentation" style="font-size: 17.5px; left: 262.987px; top: 1233.78px; transform: scaleX(1);">昭和</span>13<span dir="ltr" face="sans-serif" role="presentation" style="font-size: 17.5px; left: 325.5px; top: 1233.78px; transform: scaleX(0.961292);">年度版全国工場通覧における昭和光器製作所の記載(</span>p.750<span dir="ltr" face="sans-serif" role="presentation" style="font-size: 17.5px; left: 774.333px; top: 1233.78px;">)</span></div><p>また、<a href="https://dl.ndl.go.jp/pid/1054727/1/369">工業仕入案内:本社調査 昭和12年度版</a>には同じ住所に昭和光「機」製作所の記載があり、ここには「パテントニッポンカメラ」の記述がある。</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig8ABJMkZTRmqb6lJ-ebRFtakeP6zAsgdA1IxCKXvNL42cvymmeJ2EYg1K6l7pGjn4N97rVwzGCRlp1yQHZtHhLxv39H80Uap5GBAvImXUnIjcua_FXtMy2t63MgzhLxImGWwzw4WXTcdi0a1hMuCLkH36D4UG8A__YDJ9Ju9Qr9IPQLUCQmXjZoq_yw/s1062/showa.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1062" data-original-width="87" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig8ABJMkZTRmqb6lJ-ebRFtakeP6zAsgdA1IxCKXvNL42cvymmeJ2EYg1K6l7pGjn4N97rVwzGCRlp1yQHZtHhLxv39H80Uap5GBAvImXUnIjcua_FXtMy2t63MgzhLxImGWwzw4WXTcdi0a1hMuCLkH36D4UG8A__YDJ9Ju9Qr9IPQLUCQmXjZoq_yw/w39-h480/showa.jpg" width="39" /></a></div><p style="text-align: center;">工業仕入案内 : 本社調査 昭和12年度における昭和光機製作所の記載</p><p style="text-align: left;"> </p><p style="text-align: left;">○ 第三のニッポンカメラ?</p><p style="text-align: left;">奥住孝太郎のニッポンカメラと考えられる特許の特許権者は皆川義郎、戦前期の国産カメラ、ファーストカメラ(製造元は栗林:後のペトリカメラ)の販売元であった皆川商店の代表であった。</p><p style="text-align: left;">当時配布されたファーストカメラの公定価格表にも「ニッポンカメラ」が記載されたものがある。</p><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ-w_FhsnI9Xtzi4R2XJsi_Ie5F8YtbRLmpv1wpBAQPsjt6w-bo4F-zUpkUKchTX3ATctlVG0Gd0nHkPqxNw74OgWOxN7B1MueKqWp1nthAwZwZEwvmHd4O1J434S3anH-mxyE_ASuqQou8srGAAS7ayaI75HHItF1gi848efXD-uQiZjO-nR45vRFrQ/s678/minagwanippon.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="222" data-original-width="678" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ-w_FhsnI9Xtzi4R2XJsi_Ie5F8YtbRLmpv1wpBAQPsjt6w-bo4F-zUpkUKchTX3ATctlVG0Gd0nHkPqxNw74OgWOxN7B1MueKqWp1nthAwZwZEwvmHd4O1J434S3anH-mxyE_ASuqQou8srGAAS7ayaI75HHItF1gi848efXD-uQiZjO-nR45vRFrQ/w587-h193/minagwanippon.jpg" width="587" /> </a></div><div class="separator" style="clear: both; text-align: center;"> ファーストカメラ公定価格表に記載されたニッポンカメラ</div><br /> ところが、このニッポンカメラに搭載されたNヒットはレンズシャッターであり、フォーカルプレーンシャッターのニッポンカメラとは別物と考えられる。当時の<a href="https://dl.ndl.go.jp/pid/1054727/1/369">官報</a>にも記載があることからも第三のニッポンカメラが存在した可能性がある。</div><div style="text-align: left;"> </div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1ZKjYJ6SA_OM4tZmERADuv69Wb56S6sXad6_mWYlpK9b8wgrm22GIvwja05EszbXDEL_Pf2_FGp9gv17iGmmhYRozlCVhLHP4Zdq1RntSuxXP2yjN3KAeR4qdVWlQ2Ellhc3cO36gwd2RE6bfLPXN_753EnvJGe29pkGTPSizYf4aXJVXJX-VoooJdQ/s282/kanpo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="255" data-original-width="282" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1ZKjYJ6SA_OM4tZmERADuv69Wb56S6sXad6_mWYlpK9b8wgrm22GIvwja05EszbXDEL_Pf2_FGp9gv17iGmmhYRozlCVhLHP4Zdq1RntSuxXP2yjN3KAeR4qdVWlQ2Ellhc3cO36gwd2RE6bfLPXN_753EnvJGe29pkGTPSizYf4aXJVXJX-VoooJdQ/s1600/kanpo.jpg" width="282" /></a></div><div style="text-align: center;">官報(昭和15年12月18日)における皆川商店のニッポンカメラの記載<br /></div></div><div style="text-align: left;"> </div><div style="text-align: left;"> </div><div style="text-align: left;">水野写真機店のニッポンカメラ(他の戦前期のセミ判国産フォーカルプレーンシャッター機も同様と言えるが)はシャッターの機構に問題があったことが当時の文献にも指摘されており、これを解決するためにレンズシャッターのニッポンカメラが作られたのではなかろうか。</div><div style="text-align: left;"> </div><div style="text-align: left;">「ニッポンカメラ」の謎と空想は更にふくらんでゆくのである。</div><div style="text-align: left;"> </div><div style="text-align: left;">○ 謝辞</div><div style="text-align: left;"> </div><div style="text-align: left;">水野写真機店のニッポンカメラの写真を公開された森亮資様、本稿の公開をご快諾いただきました萩原(森)ゆかり様に感謝いたします。</div><div style="text-align: left;"> </div>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-12580770536678299052020-05-05T18:23:00.001+09:002020-05-05T18:27:58.074+09:00カメラメーカー、セディックのお話先日Twitterでセディックの元社長の娘さんからDMを頂いた。<br />
私が以前Twitterでセディックの話をしていたのを見つけて下さったらしい。<br />
<br />
セディックは1970年代から80年代にかけて、国内外の110カメラを多く手がけた日本のカメラメーカーである。<br />
また、富士フィルムにミラーシャッターの一眼レフ(大島繁氏が開発)を供給していた。<br />
<br />
しかしながら現在は倒産しており、このメーカーの資料は現在ほとんど残っていない。 <br />
<br />
ありがたいことに、82歳になる元社長の大島博さんがセディックに関するインタビューに答えてくださるとのこと。<br />
今回はその回答を掲載する。<br />
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主な質問は、下記のようなものである。<br />
<br />
・セディックの歴史<br />
・おもな輸出先<br />
・他のカメラメーカーとの関係<br />
<br />
以下はその聞き取りを長女の司さんがまとめてくださったものである。<br />
(話し言葉など、一部表記を改めています)<br />
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セディックの設立は、大島繁伯父と伯父の友達の山崎義雄が代表で立ち上げたそうです。<br />
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東京の中央写真用品株式会社に繁、山崎、父と三人でいましたが、退職し、セディックを設立したそうです。<br />
<br />
静岡の露出計を作っている人の工場と合併するために、静岡へ来たそうです。その工場を仕切っていたのが博(父)です。私が三歳の時に、東京から、静岡へ越してきました。<br />
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カメラは、輸出が主で、日本一だったそうです。<br />
<br />
オーストラリア、ドイツ等各国へ輸出していたそうです。<br />
<br />
今のカメラ博物館の所にカメラ検査場があったと言ってます。<br />
<br />
110はセディックで輸出していたそうです。富士のカメラは35EFが主だったそうです。コーラの缶のカメラもセディックでした。写るんです。の開発がセディックでした。レンズを低コストにするのに20年かかったと言ってます。<br />
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ペトリ、ニコンなどで問題があったカメラの解決を繁が全てしていたそうです。<br />
伯父は、すごい人でした。<br />
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余談ですが、盗聴器、振動でピカピカ光おもちゃ、音で動くおもちゃ等の開発もしてました。カメラに全然関係ないのに沢山アイテム持ってました<br />
<br />
繁が中学生の頃(戦争中)学校の放送器具を作ってNHKで放送されたそうです。<br />
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岩田エンタープライズさんは、おもちゃカメラを作っていたそうです。<br />
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写るんですを開発したころ富士フィルムの社長が経理あがりの専務にかわり、セディックが切られ倒産したそうです。4トントラック三台分のカメラの代金が切られて倒産に至りました。と言ってます。<br />
負債額が45億だったそうです。私もなかなか大変でした。<br />
<br />
後に、私の妹が漫画家になりました。シュート!を書きました。大島司です。私は凡人ですが、家族は、凄いです<br />
<br />
<br />
興味深い発言がいくつもあるので、今後もインタビューをお願いしていこうと考えている。dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com1tag:blogger.com,1999:blog-6060339593040941646.post-82091874192729253022020-04-03T10:18:00.000+09:002020-04-03T10:55:17.784+09:00激安中華FPGAで「動かしてわかるCPUの作り方10講」を動かしてみる最近電気回路の勉強を始めていて、FPGAに興味を持っていた。でもお値段が高いのだ。<br />
<br />
「動かしてわかるCPUの作り方10講」ではDE0-CVという開発ボードを勧めているのだが、これは二万円ほどする。<br />
<br />
<a href="https://gihyo.jp/book/2019/978-4-297-10821-2" target="_blank">https://gihyo.jp/book/2019/978-4-297-10821-2 </a><br />
<a href="http://solitonwave.shop/?pid=135615075" target="_blank">http://solitonwave.shop/?pid=135615075</a><br />
<br />
安価な電子回路はAliexpressでいつも探すのだが、三千円くらいのFPGAボードがいくつか見つかる。はたしてこれは「動かしてわかるCPUの作り方10講」で使えるのか、調べてみた。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXeey6E8r5ppb_h06M9oCgNpuigjOFI05QZxCS1ibs9TSRpXalbca2cNfqe6K8_WIoBDOuj6TY17xVDmiNq9vOgSSfTahPTn_3nwpLJ3N5Vhu2HffP61nchHGibmYnNV3T97LdASzHKYav/s1600/USB-Blaster-altera-fpga-board-altera-kit-fpga-development-board-EP4CE6E22C8N-board-cyclone-IV-board.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="563" data-original-width="750" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXeey6E8r5ppb_h06M9oCgNpuigjOFI05QZxCS1ibs9TSRpXalbca2cNfqe6K8_WIoBDOuj6TY17xVDmiNq9vOgSSfTahPTn_3nwpLJ3N5Vhu2HffP61nchHGibmYnNV3T97LdASzHKYav/s320/USB-Blaster-altera-fpga-board-altera-kit-fpga-development-board-EP4CE6E22C8N-board-cyclone-IV-board.jpg" width="320" /></a></div>
購入したのはこれ。E6とE10バージョンがあり、E6は6kLE、E10は10kLEの規模である。<br />
<br />
<a href="https://www.aliexpress.com/item/32813061054.html" target="_blank">https://www.aliexpress.com/item/32813061054.html</a><br />
<br />
DE0-CVとの違いは、<br />
<br />
・ 規模が1/10と小さい(DE0-CVは49kLE)<br />
・ SRAMがついていない<br />
・入力スイッチが少ない(8bitディップスイッチ)<br />
・7segLEDが8桁(ダイナミック点灯)<br />
<br />
注文してから二週間ほどで手元に届いたので、「動かしてわかるCPUの作り方10講」の例題をいくつか試してみた。<br />
<br />
E6とDE0-CVはどちらもAltera(INTEL)のFPGAを使っているので、開発ツールは同じものが使える。今回はQuartus Prime 13.0 Sp1を使った。<br />
ただし、FPGAの型番(E6はCyclone IV E EP4CE6E22C8)は異なるので、デバイスの型番とピン配置をE6に合わせて指定し直す必要がある。 <br />
<br />
動かしてみてわかったのは、論理回路はそのまま動くが、表示用の7SEGLEDの点灯のさせ方が違うことだった。例題では7SEGLEDの各素子に表示を指示するが、E6ではLEDの桁位置を指示に加える必要がある。<br />
<br />
このために新たなポート、led_bitとDIN0〜DIN3までを指定した。<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXeHvJUMqaVkwSpznmkIpp4bkekYNRxE7hO4p20Bn0HUzyWWEHTWHGmnNYDDppAETFf0v_RxvopU3kfAz4InH8TugS_vbta6JhomnOCh1yJEXxW4NIx0p26DsIPytCG5Xt1O290jNWl3l6/s1600/%25E3%2582%25B9%25E3%2582%25AF%25E3%2583%25AA%25E3%2583%25BC%25E3%2583%25B3%25E3%2582%25B7%25E3%2583%25A7%25E3%2583%2583%25E3%2583%2588_2020-04-03_10-29-31.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1600" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXeHvJUMqaVkwSpznmkIpp4bkekYNRxE7hO4p20Bn0HUzyWWEHTWHGmnNYDDppAETFf0v_RxvopU3kfAz4InH8TugS_vbta6JhomnOCh1yJEXxW4NIx0p26DsIPytCG5Xt1O290jNWl3l6/s320/%25E3%2582%25B9%25E3%2582%25AF%25E3%2583%25AA%25E3%2583%25BC%25E3%2583%25B3%25E3%2582%25B7%25E3%2583%25A7%25E3%2583%2583%25E3%2583%2588_2020-04-03_10-29-31.png" width="320" /></a></div>
<br />
<br />
第8章-3, cpu_dec_slowのdec_7seg.vhdに以下のコードを加えた。<br />
<br />
process(LED_activating_counter, CLK)
<br />
begin
<br />
if(rising_edge(CLK)) then
<br />
LED_activating_counter<= LED_activating_counter + "01";
<br />
end if;
<br />
<br />
case LED_activating_counter is
<br />
when "00" =>
<br />
led_bit <= "1110";
<br />
DIN <= DIN0;
<br />
when "01" =>
<br />
led_bit <= "1101";
<br />
DIN <= DIN1;
<br />
when "10" =>
<br />
led_bit <= "1011";
<br />
DIN <= DIN2;
<br />
when "11" =>
<br />
led_bit <= "0111";
<br />
DIN <= DIN3;
<br />
when others =>
<br />
led_bit <= "1111";
<br />
end case;
<br />
end process;
<br />
<br />
CLKの立ち上がりごとに7SEGLEDの桁をずらして(led_bitで指定)点灯させた。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwJLutrtt8GvRb1u9NW2b9zUvVFB0DXPT_y67M-b5bHHs8hHENgEI5Gl9a3m1-BzSUZWLHA7lMecntK-ied-g' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />
クロックが遅いので表示がチラチラするが、1〜10までの和が順番に表示される。<br />
<br />
<span class="css-901oao css-16my406 r-gwet1z r-ad9z0x r-bcqeeo r-qvutc0">第8章以降の例題ではROM, RAMも実装されるが、FPGA内に作るため外付けSRAMは不要である。 また、使うロジック数も2000LE程度でE6の規模に収まる。</span><br />
<br />
<span class="css-901oao css-16my406 r-gwet1z r-ad9z0x r-bcqeeo r-qvutc0">「動かしてわかるCPUの作り方10講」の範囲内では、3000円の激安中華FPGAで例題を十分にこなせることが確認できた。<br />価格の面でFPGAの購入をためらっているのであれば、良い選択肢と思われる。</span><br />
<span class="css-901oao css-16my406 r-gwet1z r-ad9z0x r-bcqeeo r-qvutc0"><br /></span>
<span class="css-901oao css-16my406 r-gwet1z r-ad9z0x r-bcqeeo r-qvutc0">なお、E6の製造元はFPGAのプログラム例、ピン配置、回路図を下記で公開している。</span><br />
<br />
<a href="http://www.mediafire.com/file/wyhlxgfw3g3755p/A-C4E6E10_board.rar" target="_blank">http://www.mediafire.com/file/wyhlxgfw3g3755p/A-C4E6E10_board.rar</a>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-86004218474299804532014-09-24T13:02:00.002+09:002014-09-24T14:29:42.778+09:00Camera-Wikiの今後について<div class="_5pbx userContent" data-ft="{"tn":"K"}">
Camera-wikiのメーリングリストで運営についての議論が始まりました。<br />
<br />
Camera-wikiはフリーのカメラについてのデータベースです。 <br />
以前も紹介したことがあります。<br />
<br />
<a href="http://oboegaki-no-oboegaki.blogspot.jp/2012/07/camera-wiki.html">http://oboegaki-no-oboegaki.blogspot.jp/2012/07/camera-wiki.html</a><br />
<br />
今回の議論はCamerapediaからCamera-wikiが分かれた際に中心となり、運営に当たっていた二人の方がCamera-wikiの運営から離れたい、とのことで始まりました。<br />
<br />
Camera-wikiのサーバーのトラフィックが増えていて現在ホストのプロバイダの変更を考えているようです。<br />
ホストの運営には月$200ほどかかっているとのこと。<br />
<br />
プロバイダの変更があってもCamera-wikiのURLはそのまま<br />
2016年の1月まで使えるとのことです。<br />
<br />
金銭的な面では来月のサーバー代までは支払えるそうです。<br />
広告の排除が目的でCamerapediaから分かれたので、ホストの運営費用は<br />
現在Paypalによる寄付によりまかなわれています。<br />
<br />
こちらに詳細が記してあります。現時点でのCamera-wikiへの最大の援助は資金援助となります。<br />
<br />
<a href="http://l.facebook.com/l.php?u=http%3A%2F%2Fblog.camera-wiki.org%2Fdonate%2F&h=pAQGBocqy&enc=AZMXROV52jtR9qVMpkn79-WlW2TGM18fdOTZBM9dJ5WT1fmFC39CVjnPOLtO2Q0EAQhgmfPthsV2mSF9we0vcUd0TNCGEVMnZ4Fag5oY0QFc_iKKDVvqvfque-57rhYsPZmuhTiO0P0DaGSY_ludOoh2vLyaGId2SfWtDLQaBtvKPw&s=1" rel="nofollow" target="_blank">http://blog.camera-wiki.org/donate/</a><br />
<br />
現時点ではPayPal経由の募金は日本では受け付けていないので、運営に代案がないか確認をしています。 <br />
<br />
<br />
運営については二人が行ってきたホスト管理(サーバーの契約、スパムの排除等)、編集の補助(英語の添削、写真のアップロードのサポート等)、新規編集者へのサポートなどをアクティブな編集メンバーのなかで分担しようということで話が進んでいます。<br />
<br />
時々飛んでくるメールの内容を追うのに必死ですが、進展がありましたら随時ご報告させていただきます。</div>
dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-15026426356303692122014-06-11T11:15:00.001+09:002014-06-11T16:26:54.024+09:00スマホで Mathematica ?先日中国から一万円のAndroid中華スマホを購入した。<br />
<br />
いろいろ見てみると、Android上でLinuxを動かすことができるGNUrootというアプリがあったのでこれで遊んでみた。狙いはスマホでMathematicaを動かすことである。<br />
<br />
<ul>
<li>GNUrootのインストール </li>
</ul>
<br />
GNUroot<br />
<br />
<a href="https://play.google.com/store/apps/details?id=champion.gnuroot&hl=ja">https://play.google.com/store/apps/details?id=champion.gnuroot&hl=ja</a><br />
<br />
GNUroot Wheezy<br />
<br />
<a href="https://play.google.com/store/apps/details?id=champion.gnuroot.wheezy&hl=ja">https://play.google.com/store/apps/details?id=champion.gnuroot.wheezy&hl=ja</a><br />
<br />
をインストールする。<br />
<br />
また、Xが動くようにする。Xサーバーは XServer XSDLを使用した。<br />
<br />
<a href="https://play.google.com/store/apps/details?id=x.org.server&hl=ja">https://play.google.com/store/apps/details?id=x.org.server&hl=ja</a><br />
<br />
GNUrootをインストールしてFake Rootでログインする。<br />
<br />
まずはじめに <br />
<br />
apt-get update<br />
apt-get upgrade<br />
<br />
をおこなう。 tzdataのインストールに失敗してインストールが完了しないので、以下を修正。<br />
<br />
/var/lib/dpkg/info/tzdata.postinst<br />
<br />
の二行目、set -s を set -x に書き換えてupgradeを再度行うこと。 <br />
<br />
XとXfce4は、<br />
<br />
apt-get install xfce4<br />
<br />
でインストールされる。ここでXサーバーに表示が出るか確認する。<br />
あらかじめXServer XSDLをAndroid端末上で起動しておく。<br />
次にGNUrootのコマンドラインに次のコマンドを打ってXサーバーに画像を表示させる。<br />
<br />
DISPLAY=localhost:0.0 startxfce4<br />
<br />
XServer XSDL上にデスクトップ画面が表示されればOKである。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZtrh25YfCylbqzaBSPkWsrLaccen_V1X186ttDv1vASmQHpt84F8uYjz1y83fhDBLJPAqoiSewhC9jB-FTM1z9n6oLzn6GMVtSK098ckB3cyuPSmkmdtDmgRXSocvT8HXGQLNBPVJEXJJ/s1600/DSC01011.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZtrh25YfCylbqzaBSPkWsrLaccen_V1X186ttDv1vASmQHpt84F8uYjz1y83fhDBLJPAqoiSewhC9jB-FTM1z9n6oLzn6GMVtSK098ckB3cyuPSmkmdtDmgRXSocvT8HXGQLNBPVJEXJJ/s1600/DSC01011.JPG" height="240" width="320" /></a></div>
<br />
<br />
MathematicaのダウンロードのためにIceweasel(Firefox)を入れておく。<br />
<br />
apt-get install iceweasel<br />
<br />
<br />
<ul>
<li>Mathematicaのインストール</li>
</ul>
<br />
<br />
Mathematicaをインストールするためにarmef (Wheezy)とarmhf (Mathematica)を混在させる。<br />
<br />
dpkg add-architecture armhf<br />
apt-get update<br />
<br />
MathematicaをRaspbianのサイトからダウンロードする。java7も入れておく。<br />
<br />
<a href="http://archive.raspberrypi.org/debian/pool/main/w/wolfram-engine/">http://archive.raspberrypi.org/debian/pool/main/w/wolfram-engine/</a><br />
<a href="http://archive.raspberrypi.org/debian/pool/main/o/oracle-java7-jdk/">http://archive.raspberrypi.org/debian/pool/main/o/oracle-java7-jdk/</a><br />
<br />
先にjava7を入れておく。<br />
<br />
dpkg -i oracle-java7-jdk_1.7.0+update40_armhf.deb<br />
<br />
インストールに失敗するので、<br />
<br />
apt-get -i install<br />
<br />
を実行し、armhf のバイナリを取得する。<br />
<br />
Mathematicaも同様に、<br />
<br />
dpkg -i wolfram-engine_10.0.0+2014012903_armhf.deb<br />
apt-get -i install<br />
<br />
を実行する。<br />
<br />
これでもまだarmhfのライブラリが足らないので、以下のコマンドを実行。<br />
<br />
apt-get install libstdc++6:armhf<br />
apt-get install libXmu6:armhf<br />
apt-get install libXrandr2:armhf<br />
apt-get install libXfixes3:armhf<br />
apt-get install libXcursor1:armhf<br />
apt-get install libfontconfig1:armhf<br />
<br />
これでMathematicaが立ち上がる、のだが…<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcVA1XD3iJKZfBvQbCm70DSY0T_imeCxqrl1Bx3uA5PEFgE8HPypGBxy7Kzv2T6sOjhFp9hWj9RpuStZUFgc-eKs-9bwL2E6yY_v3fPVZ_1B3JTdmqdl5xv7Ixf7mn4UGC6I2o_qMo-jJE/s1600/DSC01013.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcVA1XD3iJKZfBvQbCm70DSY0T_imeCxqrl1Bx3uA5PEFgE8HPypGBxy7Kzv2T6sOjhFp9hWj9RpuStZUFgc-eKs-9bwL2E6yY_v3fPVZ_1B3JTdmqdl5xv7Ixf7mn4UGC6I2o_qMo-jJE/s1600/DSC01013.JPG" height="240" width="320" /></a></div>
<br />
<br />
コマンドライン版のwolfram、X版のmathematica両方とも起動途中で止まってしまう。<br />
wolframの方ではライセンス認証の画面となる。<br />
ここにmathpassに書いてあるコードを入れたが認証に成功しなかった。<br />
RaspberryPi以外のマシンでは動かないのかな…<br />
<br />
<table><tbody>
<tr><td valign="top"><br /></td><td><br /></td><td align="right"><br /></td></tr>
</tbody></table>
<br />
<br />
<br />
<br />
<br />dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com1tag:blogger.com,1999:blog-6060339593040941646.post-12269813862382441812014-03-04T11:08:00.002+09:002014-03-04T11:08:08.495+09:00Finepix F401をWindows7で使う職場のゴミ箱に捨てられていたFinepix F401、フルセットそろっていたので拾ってくる。<br />
<br />
USBケーブルをPCにつないでも認識しない。ドライバをフジのサイトから拾ってくるが、XPまでしかない。<br />
<br />
メーカーのサイトにはWindows7は標準ドライバで対応と書いてあるのだが・・・<br />
<br />
よくわからないけど、レノボのサイトにあったID5CAR02WW5.exeというファイルをインストールしたらなぜかカメラがUSBマスドライブとして認識できた。<br />
<br />
謎だ。 dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-32651022805757060152013-11-11T09:57:00.001+09:002013-11-11T09:57:53.353+09:00ソビエト時代のカメラ特許を探して読んでみるTwitterのTLで日本とソビエトの間でのカメラ技術の交換が話題になった。<br />
<br />
なんでも昭和38年にソビエトから使節団が来て、コパルや小西六と技術提携をしたようだ。<br />
<br />
そんなわけで当時のソビエトのカメラ特許が探せないか調べてみた。<br />
<br />
いろいろ調べた結果、特許検索はEspacenetでできることがわかった。<br />
<br />
<a href="http://worldwide.espacenet.com/?locale=jp_EP" target="_blank">Espacenet日本語トップページ</a><br />
<br />
画面左のメニューから「高度の検索」をクリックして検索画面に入る。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4d7PKx7FLBi5PeJxPhLV0D7llOyjsps9w2zVzajK3xHhroAj7r_XcN74cvpPrjtbFeCl8kX4zLyuBP8HADsR_sIIoEhj7bciuN0WWVEpwjsdkeFxwERMUOXJ9SXPt0QQAqNKsNT7L4zEp/s1600/Espacenet1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4d7PKx7FLBi5PeJxPhLV0D7llOyjsps9w2zVzajK3xHhroAj7r_XcN74cvpPrjtbFeCl8kX4zLyuBP8HADsR_sIIoEhj7bciuN0WWVEpwjsdkeFxwERMUOXJ9SXPt0QQAqNKsNT7L4zEp/s640/Espacenet1.png" width="600" /></a></div>
<br />
ポイントは公報番号にSU(Soviet Union)をいれること。<br />
1980年代以降は英語のキーワード検索ができるので「名前でのキーワード」に入力する。<br />
それ以前はIPC分類による検索となるので、カメラならG03B17を入れる。<br />
発行年の指定は「公報発行日」に西暦(たとえば1965)を入力する。期間指定はできない。<br />
<br />
特許は1924年から収録されている。全期間でG03B17を指定して検索すると300件ほど見つかる。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRYAJoH1tt-dSFt1yKA6AXJZtyzOl1JyOMMpHH-njSijtIeR3o0m5LA0TPF0y57zxRziZfP7MDsrVDtJjr1ntoK6S32eOHruW_KKPoJevIQIME6FotyJEuQxtzun6Hhyphenhyphen5BOBbFrPaSWQvi/s1600/Espacenet2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRYAJoH1tt-dSFt1yKA6AXJZtyzOl1JyOMMpHH-njSijtIeR3o0m5LA0TPF0y57zxRziZfP7MDsrVDtJjr1ntoK6S32eOHruW_KKPoJevIQIME6FotyJEuQxtzun6Hhyphenhyphen5BOBbFrPaSWQvi/s640/Espacenet2.png" width="588" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
「英語の発明の名称は利用できません」(本来は発明の名称)をクリックすると閲覧の画面に入る。 </div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkEB6flscQOeBYCXhlrEIl3pCUEgYsofo5D7Wwz-1Ji7YTb4MmYAiHNnMkosUHVcjqGB16MyegX8W4IoBjgPpu2_-37oKNMfUaatk0roOyKUlnAYLu7YNbT5or2huqGwyBCINCcA_KFSKC/s1600/Espacenet3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkEB6flscQOeBYCXhlrEIl3pCUEgYsofo5D7Wwz-1Ji7YTb4MmYAiHNnMkosUHVcjqGB16MyegX8W4IoBjgPpu2_-37oKNMfUaatk0roOyKUlnAYLu7YNbT5or2huqGwyBCINCcA_KFSKC/s640/Espacenet3.png" width="554" /></a> </div>
<br />
画面左側の「原文献」をクリックすると特許のトップページが出る。<br />
「Page」の右のプルダウンメニューから"Claims Drawings"を選ぶと図面が見られる。<br />
とりあえず、「Download」をクリックして特許のpdfファイルを手に入れよう。<br />
<br />
こいつを何とかして読みたいときはGoogleDriveの力を借りる。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqaEYoUkPAqThdEs-oO-89KsBwb6OA3SR5XDhIov3qPrCJQUE9HuiDH7D355ypxVh3qWeKVsSH-D0oDFaiMIPWNgCStQcX8B-hWWWKP7MibeYID_6xRPnr5X2QG4Sq1EpWYz58XK8e18d1/s1600/Soviet+Patent1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqaEYoUkPAqThdEs-oO-89KsBwb6OA3SR5XDhIov3qPrCJQUE9HuiDH7D355ypxVh3qWeKVsSH-D0oDFaiMIPWNgCStQcX8B-hWWWKP7MibeYID_6xRPnr5X2QG4Sq1EpWYz58XK8e18d1/s640/Soviet+Patent1.png" width="640" /></a></div>
<br />
まず、「アップロード設定」で「アップロードしたPDFや画像ファイルからテキストに変換」と「アップロード前に、毎回設定を確認する」をチェックしておく。<br />
<br />
画面右側の赤い矢印をクリックして先ほど手に入れた特許を選択し、アップロードする。<br />
このとき、アップロード設定の画面が出るので、「ドキュメントの言語」をロシア語にしておく。 <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx1KzdlRsxvQKzmYnjCIDhKM3hLgVxoOi8GzDXdVI4TBOaRQTwNJhnpo7M4WqfOZ1WHInUk2pI9hWOj3YjmRx0gyrG-vQYLphDga5L-0Rk6nQOajuczm1RGKEN-gU1pUuCIkoHM_Orc7as/s1600/Soviet+Patent2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx1KzdlRsxvQKzmYnjCIDhKM3hLgVxoOi8GzDXdVI4TBOaRQTwNJhnpo7M4WqfOZ1WHInUk2pI9hWOj3YjmRx0gyrG-vQYLphDga5L-0Rk6nQOajuczm1RGKEN-gU1pUuCIkoHM_Orc7as/s640/Soviet+Patent2.png" width="640" /> </a></div>
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<div class="separator" style="clear: both; text-align: left;">
アップロードが完了するとOCR済みの文書が表示されるので、クリックして開く。</div>
<div class="separator" style="clear: both; text-align: left;">
文書の原画像とOCRで読み込まれたロシア語の文書が一頁おきに表示される。</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDjk4ugpAkzQ10o-makQ1g39XkSWpsXkGxevR__U5ztGaddmtD4gFn3s77oaCF-2w3607YXhvOoWZSZoVX73v2ppgEXxuc3HGL53R3RINltgSq0HNuCHuGa3Zn4mqRClgW4HFscwEs3CaZ/s1600/sovietpatent3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDjk4ugpAkzQ10o-makQ1g39XkSWpsXkGxevR__U5ztGaddmtD4gFn3s77oaCF-2w3607YXhvOoWZSZoVX73v2ppgEXxuc3HGL53R3RINltgSq0HNuCHuGa3Zn4mqRClgW4HFscwEs3CaZ/s640/sovietpatent3.png" width="640" /></a></div>
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最後に機械翻訳をかける。「ツール」メニューから「ドキュメントを翻訳」を選ぶ。</div>
<div class="separator" style="clear: both; text-align: left;">
翻訳したい言語を選択して(英語がお勧め)「翻訳」ボタンをクリックする。</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ7-nBmoe-8M0-iog_mGANyfx3je1LboaO7tbQ-zng25LV4dqQjCorX3azKmd6TrigT_unSL4BrmGTA2fqoMm0kU4kAv1INvm73_ZjlmUB46U9sXELAVu_uvzoBxplRuziFdyqf3fNxr7e/s1600/sovietpatent4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ7-nBmoe-8M0-iog_mGANyfx3je1LboaO7tbQ-zng25LV4dqQjCorX3azKmd6TrigT_unSL4BrmGTA2fqoMm0kU4kAv1INvm73_ZjlmUB46U9sXELAVu_uvzoBxplRuziFdyqf3fNxr7e/s640/sovietpatent4.png" width="640" /></a></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: left;">
なにやらひどい訳だがそれらしいことが書いてあるのがわかる。</div>
<div class="separator" style="clear: both; text-align: left;">
OCRと翻訳の精度が上がればこの状況も改善するかもしれない。</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: left;">
ソビエトの特許探しをしたいという物好きの参考になれば幸いである。</div>
dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-5494104735795566192013-08-19T09:06:00.001+09:002013-08-19T09:15:17.403+09:00ルビコン特許ルビコンは小西六が戦前に試作した35mmレンジファインダーカメラ。<br />
戦後のKonicaIの原型となる。<br />
<br />
TwitterのTLで話題が出たので特許調べをしてみる。<br />
<br />
<a href="http://twl.sh/11iiBZC" target="_blank">その1</a><br />
<br />
<a href="http://twl.sh/15PrUjv" target="_blank">その2</a><br />
<br />
<a href="http://twl.sh/15YoDOR" target="_blank">その3</a><br />
<br />
と具体的なものが昭和13年に出願されている。<br />
<br />
ルビコンについては戦後の写真雑誌CAMERAに記事が載っているのを確認できた。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTV9vk3hdLh4Bv8Kp3xMshNpca0o3ZBo8hEbl6LyKTB8G-McjVJj3kNWomSq_rVciY1I7WV2w542cOIhzz0kiKcpBO0smFtssX3EcWk9viZD2tXD_dZSCHgYtT5Uov_hicOdmGkF0CPk7F/s1600/scan0133.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTV9vk3hdLh4Bv8Kp3xMshNpca0o3ZBo8hEbl6LyKTB8G-McjVJj3kNWomSq_rVciY1I7WV2w542cOIhzz0kiKcpBO0smFtssX3EcWk9viZD2tXD_dZSCHgYtT5Uov_hicOdmGkF0CPk7F/s320/scan0133.JPG" width="214" /></a></div>
<br />dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-79975381403663956022013-08-19T08:57:00.003+09:002013-08-19T08:58:13.509+09:00KDP-2をAndroidに移植いつまでも移植中のレンズ設計プログラムKDP-2をためしにAndroid上で動かしてみた。<br />
<br />
Android用gfrotran(とIDE)はgoogle playから入手できる、CCToolsというもの。<br />
これとgnuplotのAndroid版、droidplotを組み合わせる。<br />
<br />
CCToolsでは拡張子.FORは使えないので、あらかじめ拡張子を.fに直しておく。<br />
コンパイルは無事通って、バイナリができた。実行したのが下の図。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQb3tKrbfior0vKAyMinRYHi0MbCnX33n42z1gnx6xGQul5qQS-rQkDZTtk8UnWQEcNuYa7iLP2iOdgYTXCGg-993zEKMg8VHMG-Z1FQn7zolHHg_sd4GXhrff8cR-BQ-jByYcnLzbcndV/s1600/BR4LtPOCAAA8-fL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQb3tKrbfior0vKAyMinRYHi0MbCnX33n42z1gnx6xGQul5qQS-rQkDZTtk8UnWQEcNuYa7iLP2iOdgYTXCGg-993zEKMg8VHMG-Z1FQn7zolHHg_sd4GXhrff8cR-BQ-jByYcnLzbcndV/s320/BR4LtPOCAAA8-fL.jpg" width="192" /></a></div>
<br />
<br />
<br />
<br />
おー、動いている。droidplot経由で図の表示も可能だ。<br />
<br />
あとはタッチUIがあればAndroid版完成となるが、だれかつくってぇ(こればっかりw) <br />
dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-5076712163122676062013-05-24T09:09:00.002+09:002013-05-24T09:09:25.559+09:00関式サロン露出計先日、ヤフオクで関式サロン露出計を入手した。<br />
<br />
この関式サロン露出計は戦後すぐのタイプらしいことが付属の取扱説明書でわかる。<br />
<br />
使ってみたい人のために部品をスキャンした画像と説明書のpdfを置いておく。<br />
<br />
<a href="http://twl.sh/XBSFX5" target="_blank">露出計部品</a><br />
<br />
<a href="http://twl.sh/XTpezX" target="_blank">取扱説明書</a><br />
<br />
関式サロン露出計は、セノガイドの関実さんが作ったもの。<br />
当時の特許がこちら。<br />
<br />
<a href="http://twl.sh/1199gAP" target="_blank">関式サロン露出計特許 </a><br />
<br />
セノガイドの特許も探したが、ハトメ部分の特許しか見つからなかった。<br />
<br />
<a href="http://twl.sh/1199rME" target="_blank">セノガイド関連特許</a>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-42905794654767985682013-05-20T13:55:00.003+09:002013-05-20T13:57:42.495+09:00トプコンウインクミラー分解家の近くにヤフオクにカメラを大量出品しているショップのリアル店舗があったので覗いてきた。<br />
<br />
カメラコーナーがあって、国産大衆機が二千円前後で並んでいる。<br />
そのなかにトプコンウインクミラーを見つけた。<br />
1700円だったのでさっそくつれて帰ってきた。 <br />
<br />
<img alt="" height="320" 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" width="240" /> <br />
<br />
シャッター羽根と絞りに油が回っていてシャッターが切れないが、セレン露出計は元気。<br />
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前玉と絞りリングを外してシャッターにアクセス。<br />
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<img alt="" height="320" 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" width="240" /><br />
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ベンジン攻撃でシャッターが切れるようになった。<br />
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桜も咲いているし、早速試写。後ろに少しぐるぐるぼけが入るがよい写り。<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="215" 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" 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<tr><td class="tr-caption" style="text-align: center;">Kodak Gold 100 ナニワカラーキット/ダークレスで自家現像</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com7tag:blogger.com,1999:blog-6060339593040941646.post-12612767899153626082013-05-17T12:27:00.002+09:002013-05-17T12:27:11.711+09:00QT Creater でダイアログボックスをつくるはまったのでおぼえがき。<br />
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既存のプロジェクトにダイアログボックスのフォームを追加する。<br />
画面左のプロジェクトのアイコンを右クリックして「新しいファイルを追加」を選択。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg20vCfYBzidfsUF1qQE8xOOnXgEoSrCxkf0Kt5mTfbeRuIMMeE1wiBYs4MiWooyvB-4Axsb4i7rXFAP4sKvoTRGnzkbfSedVlAidebdoS3Q8hOtIDkAPUhW_q32m0daK_1OZbVt8NMerAR/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg20vCfYBzidfsUF1qQE8xOOnXgEoSrCxkf0Kt5mTfbeRuIMMeE1wiBYs4MiWooyvB-4Axsb4i7rXFAP4sKvoTRGnzkbfSedVlAidebdoS3Q8hOtIDkAPUhW_q32m0daK_1OZbVt8NMerAR/s320/1.png" width="320" /></a></div>
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テンプレートから「QtDesiner フォームクラス」を選択する。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiodNHQOxuEycPAoKETKM86YUe3krsngMHhfc-gi_SrVSb5n5QU79MXh_SDR2kmoEJag-YRupi8a7Whlqh4qffatYO4YVJc4jzoApMJCiLUFOFcWHZXVCVMc94oTzgLbOh8SC8TsLk65J9Q/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiodNHQOxuEycPAoKETKM86YUe3krsngMHhfc-gi_SrVSb5n5QU79MXh_SDR2kmoEJag-YRupi8a7Whlqh4qffatYO4YVJc4jzoApMJCiLUFOFcWHZXVCVMc94oTzgLbOh8SC8TsLk65J9Q/s320/2.png" width="320" /></a></div>
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フォームテンプレートを選ぶ。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmb-lFU0JIj4RDJBkU-9l_3N4GUKctydp9m25pV-zqwhFzdS37cB_kyT8Mola3yKtMVRn9LkZRGeBOVsgM8gWP-QvmpOZeGOemSKdawGbWPUsPayre2lJvtlEp2bYh0ii-I5kJLOIGkMG2/s1600/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmb-lFU0JIj4RDJBkU-9l_3N4GUKctydp9m25pV-zqwhFzdS37cB_kyT8Mola3yKtMVRn9LkZRGeBOVsgM8gWP-QvmpOZeGOemSKdawGbWPUsPayre2lJvtlEp2bYh0ii-I5kJLOIGkMG2/s320/3.png" width="320" /></a></div>
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ダイアログのクラス名を決める。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwQnVTGvRTlFo6klhYfD7IgsGkH2_PhAxzEoLEI16PVcVPI07_aBDmUI5JKRgiX9a-U_Ou6Evn9SrgtOeXXSKkZf-uXjyxaFZ_l7_LKYofDNjEMEr7G3PqKI-PWsgHDwNeEeU57fkAoJvl/s1600/4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwQnVTGvRTlFo6klhYfD7IgsGkH2_PhAxzEoLEI16PVcVPI07_aBDmUI5JKRgiX9a-U_Ou6Evn9SrgtOeXXSKkZf-uXjyxaFZ_l7_LKYofDNjEMEr7G3PqKI-PWsgHDwNeEeU57fkAoJvl/s320/4.png" width="320" /></a></div>
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ダイアログのフォームデザイン画面が出るのでお好みのダイアログ画面を作成する。<br />
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作成したダイアログを呼び出すのに、スロットを作成し、メニューから呼び出すことにした。<br />
mainwindow.cppにメニューを記述し、作成したダイアログをスロットにしてコネクトする。<br />
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void MainWindow::slot_actionTestdialog()<br />{<br /> Ui::nkDialog nk;<br /> QDialog nkd;<br /><br /> nk.setupUi(&nkd);<br /> nkd.exec();<br />}<br /><br />
今回のダイアログ名はnkDialogとしている。 <br />
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<br />dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-66982639632617692202013-05-16T21:32:00.003+09:002013-05-16T21:44:50.385+09:00LinuxにKDP-2を移植ずいぶん前の投稿から時間がたってしまったが、時間の合間に光学計算プログラムKDP-2のLinuxへの移植を行なっている。<br />
<br />
KDP-2の配布物にはFortranのソースコードが含まれていたのでこれをもとにした。<br />
KDP-2では描画とGUIをWinteracterというツールキットで行なっているのだが、これが結構お高い。<br />
<br />
そこで、無料で手に入るgfortranとgnuplotで書き換えてやろうというのが事の発端。<br />
<br />
現時点でgfortranでコンパイルできるCUI版が7割くらいの完成、QtでGUIも作っており、こちらは三割くらいの完成度。Mac版もこっそり作っている。<br />
<br />
まあ、プログラムの勉強なのだが、どうなるかな。<br />
<br />
ちなみにKDP-2はWine上で動作する。 無駄な仕事かなぁ。<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSvTKlI1u4PHLQJ8u_zuvli8syjWkviLaC3UreaQ_iQ1RXq71H0fgmbbl1MP1-fwX7oVPzztKR9j5PY4Xmda4XewuIcLd8Mu80d32HgX1hap5smh3WG44qY9pfZ4P4-b4mOF9UjmV4oqg0/s1600/BFsmcATCAAAQ5QL_002.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSvTKlI1u4PHLQJ8u_zuvli8syjWkviLaC3UreaQ_iQ1RXq71H0fgmbbl1MP1-fwX7oVPzztKR9j5PY4Xmda4XewuIcLd8Mu80d32HgX1hap5smh3WG44qY9pfZ4P4-b4mOF9UjmV4oqg0/s320/BFsmcATCAAAQ5QL_002.png" width="320" /></a></div>
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<br />
<br />
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現在のところこんな感じ。誰か手伝ってぇ。<br />
dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-38669750855248421412012-09-20T08:58:00.002+09:002012-09-20T08:58:19.820+09:00論文探しJ-STAGEの論文データベースは検索結果のほとんどがpdfで見られるので重宝である。<br />
<br />
<a href="https://www.jstage.jst.go.jp/browse/-char/ja/" target="_blank">https://www.jstage.jst.go.jp/browse/-char/ja/</a><br />
<br />
戦前、戦中の学術誌も収録されていて、古カメラ、レンズの情報収集に便利である。<br />
<br />
J-STAGEでさがした古い論文をいくつか。<br />
<br />
東京光学富田良次の1940年のF1.5レンズとその他当時のレンズに関する論文。<br />
<br />
<a class="twitter-timeline-link" data-expanded-url="https://www.jstage.jst.go.jp/article/photogrst1934/6/2/6_2_34/_pdf" dir="ltr" href="https://t.co/bzWh1FaP" target="_blank" title="https://www.jstage.jst.go.jp/article/photogrst1934/6/2/6_2_34/_pdf"><span class="invisible">https://www.</span><span class="js-display-url">jstage.jst.go.jp/article/photog</span><span class="invisible">rst1934/6/2/6_2_34/_pdf</span><span class="tco-ellipsis"><span class="invisible"> </span>…</span></a><br />
<br />
<span class="tco-ellipsis">この論文で言及されている、富田良次のF1.5レンズの特許。</span><br />
<br />
<span class="tco-ellipsis"><a class="twitter-timeline-link" data-expanded-url="http://twl.sh/Pp75EB" dir="ltr" href="http://t.co/kq2HPtPf" target="_blank" title="http://twl.sh/Pp75EB"><span class="invisible">http://</span><span class="js-display-url">twl.sh/Pp75EB</span></a></span><br />
<br />
<span class="tco-ellipsis"><span class="js-display-url">キャノンの伊藤宏による大口径レンズの歴史に関する論文。</span></span><br />
<br />
<span class="tco-ellipsis"><span class="js-display-url"> 「大口徑比寫眞レンズの發達 伊藤 宏 応用物理
Vol. 21 (1952) No. 2-3 44-54」 </span></span><br />
<br />
<span class="tco-ellipsis"><span class="js-display-url"><a class="twitter-timeline-link" data-expanded-url="https://www.jstage.jst.go.jp/article/oubutsu1932/21/2-3/21_2-3_44/_pdf" dir="ltr" href="https://t.co/ifJHFBjY" target="_blank" title="https://www.jstage.jst.go.jp/article/oubutsu1932/21/2-3/21_2-3_44/_pdf"><span class="invisible">https://www.</span><span class="js-display-url">jstage.jst.go.jp/article/oubuts</span><span class="invisible">u1932/21/2-3/21_2-3_44/_pdf</span><span class="tco-ellipsis"><span class="invisible"> </span>…</span></a></span></span><br />
<br />
<span class="tco-ellipsis"><span class="js-display-url"><span class="tco-ellipsis">等々。 </span></span></span>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-87290091954054939812012-09-14T13:55:00.001+09:002012-09-20T08:58:53.600+09:00無料、制限なしのレンズ計算プログラム無料で入手できるレンズ計算プログラムはいくつかあるが、計算できるレンズの枚数に制限があったり、最適化計算ができないものがほとんどだ。<br />
<br />
KDP-2は無料で入手できる、機能の制限のないレンズ計算プログラムだ。<br />
<br />
<a href="http://www.ecalculations.com/">http://www.ecalculations.com/</a><br />
<br />
昔WinLens3D Basicで計算したキャノンのF0.95レンズのデータを読み込ませて計算させてみた。<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRjIcHdGYwCAYr4gLwNyYYkbIA2fjvAY0KR3YQuJvj6ey_9YVWfcPxmOYPZVkIQMHue8zT-eVu3k6T7AaUTJ780kk77CIkUCCiUWMlP004EH8DERN2oj9vAGs6QtULT-FDPVfK9_v7JZcB/s1600/canon.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRjIcHdGYwCAYr4gLwNyYYkbIA2fjvAY0KR3YQuJvj6ey_9YVWfcPxmOYPZVkIQMHue8zT-eVu3k6T7AaUTJ780kk77CIkUCCiUWMlP004EH8DERN2oj9vAGs6QtULT-FDPVfK9_v7JZcB/s320/canon.jpg" width="320" /></a></div>
<br />
<br />
<br />
一応、それらしい図が描けた。<br />
<br />
基本的にコマンド入力で動かすプログラムなので、Tutorialを読んでいろいろ試してみよう。<br />
<br />dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-6983485460235307442012-09-11T11:27:00.001+09:002012-09-11T11:40:17.935+09:00カメラカタログ本<div>
Kadlubeks Kamera-Katalog第5版<br />
(<a href="http://www.photodeal.de/verlag/kadlubek-kamerakatalog.htm" rel="nofollow">http://www.photodeal.de/verlag/kadlubek-kamerakatalog.htm</a>) </div>
<div>
</div>
<div>
という本があるようだ。<br />
<br />
</div>
<div>
</div>
<div>
なんでも26000種のカメラの名前と価格相場が載っているらしい。<br />
<br />
</div>
<div>
</div>
<div>
残念ながら現在は絶版で、オークション等でも結構な値が付いている。<br />
<br />
</div>
<div>
</div>
<div>
ありがたいことに目次部分だけはダウンロードできるので、 メーカーのカメラ一覧を</div>
<div>
調べるのには使えそうだ。ただし、抜けているカメラもまだあるようだ。</div>
<div>
<br />
<br /></div>
<div>
目次はこちら(pdf)</div>
<div>
<br /></div>
<div>
<a href="http://www.photodeal.de/verlag/kadlubek5_index_neu.pdf" rel="nofollow">http://www.photodeal.de/verlag/kadlubek5_index_neu.pdf</a></div>
dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-29491911506031558442012-09-10T13:58:00.002+09:002012-09-10T13:58:22.512+09:00工芸ニュース工芸ニュースという雑誌のバックナンバーが産総研の東北センターで公開されている。<br />
<br />
<a href="http://unit.aist.go.jp/tohoku/techpaper/index1.html" target="_blank">http://unit.aist.go.jp/tohoku/techpaper/index1.html</a><br />
<br />
カメラ関係の記事を何件か見つけたのでメモしておく。<br />
<br />
<a class="account-group js-account-group js-action-profile js-user-profile-link js-nav" data-user-id="144158716" href="https://twitter.com/dinosauria123"><span class="username js-action-profile-name"></span>
</a>
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<div class="js-tweet-text">
ズノーペンタフレックスのデザイン <a class="twitter-timeline-link" data-expanded-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3906.pdf" data-ultimate-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3906.pdf" href="http://t.co/VYp6Jx9d" rel="nofollow" target="_blank" title="http://unit.aist.go.jp/tohoku/techpaper/pdf/3906.pdf">http://unit.aist.go.jp/tohoku/techpaper/pdf/3906.pdf</a>
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<a class="details with-icn js-details" href="https://twitter.com/dinosauria123/status/245000991961915392"><span class="details-icon js-icon-container"></span><b><span class="expand-stream-item js-view-details"><span class="expand-action-wrapper"></span></span></b></a><div class="js-tweet-text">
<br /></div>
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キャノンVTのデザイン <a class="twitter-timeline-link" data-expanded-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3659.pdf" data-ultimate-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3659.pdf" href="http://t.co/p1TPbbrQ" rel="nofollow" target="_blank" title="http://unit.aist.go.jp/tohoku/techpaper/pdf/3659.pdf">http://unit.aist.go.jp/tohoku/techpaper/pdf/3659.pdf</a>
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<a class="details with-icn js-details" href="https://twitter.com/dinosauria123/status/245000791587434496"><span class="details-icon js-icon-container"></span><b><span class="expand-stream-item js-view-details"><span class="expand-action-wrapper"></span></span></b></a><div class="js-tweet-text">
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ヤシカフューチャー127 <a class="twitter-timeline-link" data-expanded-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3996.pdf" data-ultimate-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3996.pdf" href="http://t.co/YANmMOtm" rel="nofollow" target="_blank" title="http://unit.aist.go.jp/tohoku/techpaper/pdf/3996.pdf">http://unit.aist.go.jp/tohoku/techpaper/pdf/3996.pdf</a></div>
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<a class="details with-icn js-details" href="https://twitter.com/dinosauria123/status/245000599823867904"><span class="details-icon js-icon-container"></span><b><span class="expand-stream-item js-view-details"><span class="expand-action-wrapper"></span></span></b></a><div class="js-tweet-text">
リコーマチック44 <a class="twitter-timeline-link" data-expanded-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3995.pdf" data-ultimate-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3995.pdf" href="http://t.co/0rknLFIi" rel="nofollow" target="_blank" title="http://unit.aist.go.jp/tohoku/techpaper/pdf/3995.pdf">http://unit.aist.go.jp/tohoku/techpaper/pdf/3995.pdf</a></div>
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<a class="details with-icn js-details" href="https://twitter.com/dinosauria123/status/245000414037147648"><span class="details-icon js-icon-container"></span><b><span class="expand-stream-item js-view-details"><span class="expand-action-wrapper"></span></span></b></a><div class="js-tweet-text">
KAKとセコニックの露出計デザインについて <a class="twitter-timeline-link" data-expanded-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3842.pdf" data-ultimate-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3842.pdf" href="http://t.co/OQ7ywAg5" rel="nofollow" target="_blank" title="http://unit.aist.go.jp/tohoku/techpaper/pdf/3842.pdf">http://unit.aist.go.jp/tohoku/techpaper/pdf/3842.pdf</a></div>
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フォトキナ’60 <a class="twitter-timeline-link" data-expanded-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/4192.pdf" data-ultimate-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/4192.pdf" href="http://t.co/biEz4YRw" rel="nofollow" target="_blank" title="http://unit.aist.go.jp/tohoku/techpaper/pdf/4192.pdf">http://unit.aist.go.jp/tohoku/techpaper/pdf/4192.pdf</a> </div>
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あと、個人的に大好きなスバル360のデザインについて。</div>
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<br /></div>
<div class="js-tweet-text">
スバル360のデザイン
<a class="twitter-timeline-link" data-expanded-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3884.pdf" data-ultimate-url="http://unit.aist.go.jp/tohoku/techpaper/pdf/3884.pdf" href="http://t.co/XzlhJe98" rel="nofollow" target="_blank" title="http://unit.aist.go.jp/tohoku/techpaper/pdf/3884.pdf">http://unit.aist.go.jp/tohoku/techpaper/pdf/3884.pdf</a></div>
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dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-90638511809391225282012-08-31T08:52:00.001+09:002012-08-31T09:33:53.618+09:00クラシックカメラ選書朝日ソノラマ クラシックカメラ選書 タイトル一覧<br />
<br />
1 ライカに追いつけ! 戦後日本カメラ技術者の回想 神尾健三 <br />
2 写真レンズの基礎と発展 小倉敏布<br />
3 アルパブック 豊田茂雄 <br />
4 35mm精密カメラ 小秋元隆輝 <br />
5 カメラメカニズム教室 上 金野剛志 <br />
6 カメラメカニズム教室 下 金野剛志 <br />
7 写真の夜明け ボーモント・ニューホール <br />
8 新M型ライカのすべて 中村信一<br />
9 新バルナック型ライカのすべて 中村信一 <br />
10 完訳 ダゲレオタイプ教本 L.J.M.ダゲール<br />
11 写真レンズの歴史 ルドルフ・キングズレ-ク <br />
12 レチナブック 片山良平 <br />
13 ズノーカメラ誕生 戦後国産カメラ10物語 萩谷 剛<br />
14 ライカ研究 クラシックカメラ選書 萩谷 剛 編<br />
15 ノンライツ・ライカ・スクリューマウントレンズ マーク・ジェイムズ・スモール <br />
16 セミクラシックカメラ 萩谷 剛 <br />
17 明るい暗箱 復刻 荒川龍彦 <br />
18 カメラの話 復刻 北野邦雄 <br />
19 ライカレンズの見分け方 ゲステル・サルトリウス<br />
20 やさしいカメラ修理教室 大関通夫 <br />
21 ライカスタイルブック ゲステル・サルトリウス<br />
22 レンズテスト 第1集 中川治平 <br />
23 レンズテスト 第2集 中川治平 <br />
24 ニコンファミリーの従姉妹たち 豊田堅二 <br />
25 小型カメラ写真術 復刻 木村伊兵衛<br />
26 「オリンパス・ペン」の挑戦 米谷美久 <br />
27 R型ライカのすべて 中村信一<br />
28 コニカの50年 コニカⅠ型からヘキサーRFへ 宮崎繁幹 <br />
29 レンズシャッターカメラ修理教室 大関通夫 <br />
<span class="item_name">30 ライカのアクセサリー 中村信一</span>
<br />
31 カメラの歴史散歩道 白松 正 <br />
32 名機の系譜 「ミノックス」は誰が創ったのか 齋藤正治 <br />
33 一眼レフ戦争とOMの挑戦 オリンパスカメラ開発物語 米谷美久 <br />
34 ニコンカメラ Ⅰ型からSP-LIMITEDまで 落合泰之 <br />
35 ニッコール千夜一夜物語 レンズ設計者の哲学と美学 佐藤治夫 <br />
36 中国のクラシックカメラ事情 陸田三郎<br />
37 大竹省二のレンズ観相学 大竹省二<br />
38 コンタックス物語 ツァイス・カメラの足跡 竹田正一郎 <br />
39 ミノルタかく戦えり 神尾健三 <br />
40 クラシックカメラへの誘い 高島鎮雄<br />
41 トプコンカメラの歴史 カメラ設計者の全記録 白沢章茂 <br />
<br />
古書店で手に入るが、値段の高いものもあり、全巻そろえるのは大変そう。<br />
<br />
<br />dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-53654604565727690672012-08-24T11:45:00.000+09:002012-08-24T11:45:42.073+09:00ミノルタエレクトロズームXの特許<br />
<a href="http://twl.sh/QgsCkk" target="_blank">ミノルタエレクトロズームXの特許</a>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-90737059905762587842012-08-24T11:36:00.004+09:002012-08-24T11:36:55.361+09:00ぜんまいカメラぜんまいカメラの特許を探してみた。<br />
<br />
<a href="http://twl.sh/Nm8bhg" target="_blank">オートテラのモーターグリップ</a><br />
<br />
<a href="http://twl.sh/NhQXrd%20" target="_blank">多分フジカドライブ</a><br />
<br />
<a href="http://twl.sh/Nm8lFp%20" target="_blank">キャノンダイヤル35</a><br />
<br />
<a href="http://twl.sh/Nm8sAX" target="_blank">リコーオートハーフその1</a><br />
<br />
<a href="http://twl.sh/NhSDRv%20" target="_blank">リコーオートハーフその2</a>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-88504421439784166252012-08-21T13:11:00.002+09:002012-08-21T15:47:51.128+09:00コニカC35AFの論文CiNii(国立情報学研究所)の論文検索は無料で使えて、文献によっては論文のpdfファイルが入手でき、大変便利である。<br />
<br />
<a href="http://ci.nii.ac.jp/" target="_blank">国立情報学研究所</a><br />
<br />
コニカC35AFのオートフォーカスについて詳述した論文があったのでリンクを張っておく。<br />
<br />
<a href="http://t.co/VC8qfmzx" target="_blank">自動焦点カメラ</a><br />
<br />
こちらはEE,AE,AF等のフィルムカメラの電子化についての論文。<br />
<br />
<a href="http://t.co/6rDOoYie" target="_blank">フィルムカメラにおける電子化</a>dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-78536353420266731602012-08-21T11:26:00.000+09:002012-08-21T11:30:48.224+09:00Blog移転Blog移転しました。<br />
<br />
旧「おぼえがきのおぼえがき」はこちら。<br />
<br />
<a href="http://dinosauria.exblog.jp/" target="_blank">http://dinosauria.exblog.jp/</a><br />
<br />dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0tag:blogger.com,1999:blog-6060339593040941646.post-36374235405359442022012-08-17T11:33:00.000+09:002012-08-21T14:32:01.436+09:00欲しい本カメラ関係で欲しい本がちらほら。<br />
<br />
<a href="http://t.co/QDzJyLIN" target="_blank">東ドイツカメラの全貌</a><br />
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<a href="http://t.co/DOkVxY4f" target="_blank">世界ヴィンテージ・カメラ大全</a><br />
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<a href="http://t.co/m5Ms4W38" target="_blank">現代のカメラとレンズ技術</a><br />
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どれもお高いな。<br />
<br />
昔のPopular Science とPopular Photography, Popular Mechanicsが無料で読めることを発見。<br />
Google Booksにあるんだ。<br />
<br />
<a href="http://t.co/X61PFHmh" target="_blank">Popular Science</a><br />
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<a href="http://t.co/6y4YjHIS" target="_blank">Popular Photography</a><br />
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<a href="http://t.co/8jbQioLC" target="_blank">Popular Mechanics</a><br />
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日本にも版権切れの雑誌や本を公開するデジタルアーカイブが欲しいな。dinosauria123http://www.blogger.com/profile/06384289446178569110noreply@blogger.com0