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×0/z6VQmdGv5SSkgVGb5IjsBA4Yjtx+FADIka3kWW3dot4DRIoLZIIwfUD2FQW1xcTPNJh5nIG4CP7hBzknsMY96kRZrOZULOx8sb3RepyORn6jvxinzRPbXN7FFJG00mWYR4TAAwc84+uRzigTJredkvVhk24cjelsNy8jkln6kdOPX2pNVms08p7RJQTFmWFgCqSA4K56Yxzn3qNY5Iz80DSLbx7d/mER5LEDI57n6CkmjNrBFugDK0wd3b7wx2yQTgjscf4BJZs9PudYu44FmlS4IyhjUBXOOPpzjmonFxaJJ8rBs4SPAG7k8sTyR9TUttc3VpJ9neNICHL/dDCQEfcLd/l7Vk6iRIzyRRmMyPtALbOOBhR2AznnvQBe8ud4fNchxbFW2y4JHBBAAPJ46VFOYWs0jSJMbi4AIySR90gkHtj8faqshkWeETvHaSKjIDKeC4wf6n8xS6g++4ha2R2SIhnldGAyDwBgEYyQKYD4NQllESww7Gj3NICA4xjGTz9PzqWyjWC2jlndVQyfNvbaGZewPbr/Os3Ubh9PQI6uJSoLEYwGIHYDOOf1rFudWt5JpHJaMoNqsV+RceuT1z+VG4G27LNLCMBCHbCzH1ORn/GtFYHNsk8kseCqlFjOFBBCksCeDwe3Uiued57izy04jBKSuMdT06+/pWjZSm+uyxtHMIQGWJiGH3sFlGRnuSOp/Om1YDRgkVSZpDOZV+QoQApU5JbryenFXpRLbMzFY7lVXJXghOgzk8dh+tQyWE0buIY3jUEJtOchs5ACj2PHNR6kip5b3TnY0e0FW+Zs/xYPXk/oakC15NqPJuV1Ft5xGIyvQFcDcemB/TtTJnV5FiFxshiiOwogDSAHo2e/ORVGOYi58yRk80ALCpY4wACQxxg9T+VSW6xSQO+yONycq0cmCo9/p+vtQOwTyNayjyZJJX/1gGAVc89uAP/rVDH5c0beYwjlRsopXBYHg8g+n51bubfy7WK2huoblASwllfaRxnbznjFOjszLMihkjywYBojnb2J/X86Qyw88iuZViACoxdeqPnJHX8Pyptncw3DJI4S1B3MseAUkfp6cZoms5ooNiyZhhbyw8LHaM+68YA6A1FBHMkn7mUCGRPL+0NHtw3uTnkZ7Uhkk9xaRQ8zSl2ATfMOFbPQcfNxioPKYwMEkkcSEBkDYDD1wQMZpIrgzpJCzQ3ckcgUkgbV45NWPsoMrCSVY5QgMTb8hcjsR1/GgDQ0iS8uTcwSXCwhV/dRzkKrN7N2qpY+Ysxjv0V5uvIyGIPB5HPHeo2sldo3hMYDrkAndk++ff3q4srB5Q8TDDfIrtw3TjjpVDHQTWZufs5tRKxkyIopMAA/3T/8AXpZIYEt43Pyu7ndFLxjB6Fh/SoI7ma0nZrcIXBKt5qA8exHtV26uLWV4rWIGKVwSyyqNh4yeex/OgY+6t4554jaoskOMmIAuyHOME4/UZr3n9jdy3xL1QIzJbnSJWWDAwjGaDdk9c14LpspsIbmK3+TcwbfF8r4yOCc9OD27171+xpfR3fxK1hQUyumTbA2PMx58OTkDpnH6VUdxPY+xqKKK6TM87/aDWZ/hDrywMqSn7OAWGRj7RHnj6Zr5BtZleeCeQeYm0FpDKASyqevTAGBX1/8AtAXMtp8I9elhGZF8jGf+viMV8Zy3bXj2gMEjxwAujIEDFycHOccYAzzxnvWE9ykTTNALtLhbfzRFCRHE7bMMAcZXP+6f/wBdY2qy3U8ccIuGidgXkMbDZhck4yPlPHTHQVpXlx9quZSHaedmB2FN6J3bnr+fTFYt8Ulu5JbWRbQq+N4kL+YCBlSvHBB6471mMyzdQ27gLK8SmMqSIgHlIIyCc8DqfyrNuVVldFtMpJuZJ0OSpyencH3qa+MNzE8MBIlgIMWOd4PXPXHzcVFfsNRvwbiEWM25d5QY2MTzhvWgCjPbeVdu7pIJD97joDxxkeg9aguVaK5iNyYnj2F42XkKPxOfwNWZ5A020B5RIh3ksvPUdTjp1zWdGYjJHE8UhfB8yF/mGAQRjv0zQBPLKkdt5LRNKqshLBTiNec/L/FT50sVuluLOOdotyrIssR+Vjyeg4B96b9pAS48mBrZoiVWY4AdQPlAzwSORz1qm8091exJNFLLGNqtLEDlsEEj6n8OtAiZ0uMJburRyOWMch+VWUt1Iz7U9/IgWWa3MdxbkEo0sgJyQSDjk9hirghguYTfFo3vxgRtux0fB6nBOT+hrNuoWt52SNy6KT8pXfznkAgYJ6UxMkEVu6iMxzLPExYtj7vykjGO+cfpVhYjMsGA5eRwChKhj1yxJ5ABz1xmn2Vrbyo7pPu4wSy4ODgqMngY689xWc0Xku8DBnj2ffXaWB9hkHpyOKQjT1GKP7Us5uWkWBBui4DDjGVP4CsmTUlmvleOaSMsAd3l4XBGN3pnp+VTCSBsTTPPa3ONoUREk5G3n8s9O9IxC+d5yNPA37tQV4AHOc9ehwcgYxQBRngyrxyBy8oY7WcAcHjPtyeKqnREmjiQupcgMfJIITknAHbOK0JkeJT8z3cabht2g84JA570irHZpcBoxIHUthWZeSQME85xz0pgJb6PHYx28Tho5XViPMcA56HORnGM1ai0yRLkXewK6xg/MwcKwPJ45HI/UVQeSaO5d78uVO4BwnzHkjGSOgzWnb27wRyOr+WYlFzLG7bWZcgBQMdec9DTuBomdLq0R7l0/fkh1Vgrrtxk8+7Z/KmXhCxI0KC1RBtjDScvnABOe/TPT2rPkniKlYZtqyA7nYbfl2jK49+ecc4FNImuLNI2kByQuxiWHqB9akqxatWaREinAk2EHIfAA9MY9aW1kZsxtAJplB/exggjsOAOTTIp2gkeOOdwvymNWwSw2gnB/A8VI7RPb3DRRTK5IbcoIIIPTOOM0mBMxidnfPmNtBXzByp53/lgYyKo3avIVeNmkh+Uu2CSx7nHQj3FXXmngMSfZYymd8uVOST0yMdcelVbdFjRWVioSUkBySu0jJ9DweKLDJWWVJ965aMpkckDp1/+tRp1mg04pPMpKN5gLkLGysOOnTkGo7VLh50Bf5vl+YxhOB15+lTTWatdv5VyBGGDLtcZwG/DOP5UgHXAWVSY7fymRPL/AHblhgHPXHQjNSSSIZwtu88kJKqkc6g4OMkYHv39KWwgngnbz95hlbcGQbAyZ7nHOfzqa7tY4FWcQsJFUBXXDDoOpGcGgfQinnkuyWW3SIYzjBAH0FT3VsbaJPMVJ5MCRGBxvHcZzx+VQwEkRvGPKlByGdgyuD3xyOvFOubiUJHCISh6nYMfMemfSqQIr2rXU8yiBDHzkI3ykfn1FdJqHh0WK2sM8iJIUMkgkG5QpUEY+brWAb+Ca4EdwzsGTaR5XcdeR3BHWrUbX2qxJcs0rRyLsZWTIUDuOPTFAyWGWG3gvhKmU+Ty334VvVh3x2r3v9isp/wsXUQuBjSJgExyv+kQ59/Svn9oPsi3CCYFANrKpJaQeu09PpXu37E1zDcfFTVvJj27dGkDMwwWPnQdB6DH61UdxPY+16KKK6TM4H47Isnwp1xXUMrCAEH/AK7x18gvYw28kqogxgRdB0KZJPqTjvRRWFTcuJzE0xi1BLbaGjl4bJOePoazJLh/NvThdyRmQNjknJAz9OMemKKKzAglVYYw6KEaXDsVJH8DNjA7ZUVzs/8ApF8FlJkEcp2gk/WiigaMiLVbi2maFGHlydVIzg7uo/Dj6VWbULi8dhLIWaIna5OW/Enk0UUAzQtx51pbeaTN5kbznec4ZVXGPbnp7Clu7VNPV2iLZCr1PU4znHr2z6UUUCL2n3BuVNvtWJCrEGMYIIOMj06VnOCZrqIOyCODcrKcNlnGef69aKKAJUBur94ZGYx8MRnr8o6082uxHQyyOJHyS7ZIyQOD16UUUEsQHiZTlmjk2q5J3DGCPrRZwI4idwX3vkqScZc4J+vvRRQIUhXe8JUHyimwf3cnr79T1pk9qtnH5qM7OJkxub/ZLZ/M0UUFFbT72e4a8iMrKpkOdoA960p7uWPULp0Yx+Woj2qflYYHUUUUB1I1VftVtvVZTKpALjOzgfd9KbDZxR3Ui4yIZSV4A5HTgUUUDLWmBrnRRO8sm+2JMYDHA3AZGPTr+dRxosl/YwEfJMrFzk5Pt9KKKTAkuJXkt1jdjIiN5e1v4hz17nrVO2dt04U7PLUsu3jsOKKKEBqaYwvdqSqDuKqWGQSCOelbmteGtOsZG8i3EbEL84PPTNFFIDm55Hhso1LNKHbJEhzVm7vJI7PapAViWPHoBgZ9PaiiqKEluisMcIRPL8syYweWP406RvKtIynGWwe+e39aKKAJLDT7c6bPemJTPHIApPI+YgH+dEatbyJbRySLFI5P3iSuD2oooAiu0V7jUInUOqYALcnkZr3X9hq2jg+KutbFxjR5gPYfaIM/yFFFVHcHsfcNFFFdJkf/2Q==’)”>
研磨時の段差をなくし、リードタイム短縮と高精度加工を実現(自動車部品)
提案内容
キャップを付けることで、通しでの研磨を実現
提案効果
リードタイム短縮で量産対応を実現
角R変更による精度向上とコストダウン
角R変更による精度向上とコストダウン
提案内容
角Rの指定
提案効果
精度向上、コストダウン
その他のVA/VE事例はこちら

バルブ加工における技術情報

バルブ部品の加工には、素材特性・形状・精度要求が複雑に絡み合う固有の難しさがある。このページでは、当社が加工現場で得た知見をもとに、設計・開発担当者に役立つ技術情報をまとめています。図面検討の段階から参考にしていただければ幸いです。

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カーエアコン用 エキスパンションバルブ(カーエアコン用 膨張弁)の加工
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その他の技術情報はこちら

バルブ加工品に関するよくある質問

バルブ部品の加工をご検討中のお客様からよく寄せられる質問をまとめました。図面の有無や試作対応、素材・精度に関するご不明点など、まずはこちらをご確認ください。解決しない場合はお気軽にお問い合わせください。

Q
小径深穴の高精度仕上げにおいて、ホーニングや研削などの二次工程を省くことはできますか?
A
はい、切削加工のみで要求精度を満たし、工程集約を図ることが可能です。例えば、ATミッション用制御バルブ(S45C)では、φ2.2mm×深さ12mmの小径深穴を、切削加工のみで公差16μm、面粗度Rz3.2、円筒度10μmに仕上げております。ホーニング加工等の二次工程を省くことで、大幅なコストダウンと…
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Q
L/D:10以上での小径穴あけ加工はできますでしょうか。
A
はい、加工可能です。当社の過去の製造実績として、ATミッション用制御バルブがございます。こちらの製品では、φ2.2mmで12mmの細穴かつ深穴を、公差16μm、粗さRz3.2、円筒度10μmの精度を実現しています。高精度の細穴及び深穴加工ではホーニング加工を施す場合がありますが、工程の追加に加え、加…
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その他のよくある質問はこちら