一、目的 1、熟悉織物厚度儀的工作原理。 2、熟悉織物厚度儀的操作方法。
二、儀器及用具 無紡布測厚儀及其附件。
三、試樣 非織造布。 四、儀器工作原理 試樣放置于標(biāo)準(zhǔn)板上,平行于該板的壓腳,將規(guī)定壓力施加于試樣規(guī)定的面積上,規(guī)定時間內(nèi)記錄兩板間的垂直距離,即織物的厚度。
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布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護xwE服0PJJJMMABiIN1Q5IWT+1fcD6nYwJkOIwBJOU5fxDz5ELnE/bhL0lb8Pwm59ov7jvBu8eRH0MuuFP2n6t7FFbRd23O/O7RjVDqoYzJy1B6/7vC/r5X6aZDVjtWctv57czWS2hl+yDG8SSMjlcztKjoWawYehigTkL+fUjwyltDA7ktztQstJEACUbLMlI5sEq6+irIfJy1IBACJ8Nl2+7Tkno4jVH3799XYuqJS6RdALFuJ7EQAACjPTXQ60V655hy9EWoYJJJ3LxtZuMT/eWn43rZPBW3VRaeSoIvAs/szo6NjnAzWrEjvJvVHbxZ3Tr91UEd+yo6LvbEseBWSq2D1jrfZrxIt4PoZDo05HbsztBtKqYZw8Yy6U3vnK5c9/g0NsUTAep2MCZBCO6VrvxGhxLRT0E2FU8RfMbSq1x3/3snVfjXAvrXt+FfmvpwwukqeGLtk803+gExqAyZGJ4Y7+CzOmPOH3Is4M2aoBa7PUwnAsCoslWcphXA8TGoJ2zTr0r21QzR24Xw3bkdAPTOytbB4S7GQA+R0Z9srLTJjVvdh9399GvYt0eY211Uh7udsaphIm/Yk9lT+ZWXsUfJNFHYwDWJyodiTAIMZqkAANiEirePne0f3rW2fRwVYrZMwSJrtB+MpOl23ypk7Iyggtn4VH/+JqesVgITAgAiFz5crWD0qnNYsgyzN+vRulnKtlUMiFSdlFaeYLL23Nti7mKt9Bqvg+eiO0X07XCk0kCHV00MntsxB1oba0P/XXYwthcClMoPpdx3G1yYJkbzbkSQ5dJphp8npHV/O6jbwZgEIfiYjb9vFrekN6sl5NQxjyLOdDtm49MDB5wK+qoeaW18KmJoh5x5boHihafhXAKvqi3Y6xgy+KOl0p/bgtqGbgx2X6a3lf2Hya+OML7BZ7W82L/2nH9cQkJCQkJC/JsnF7S17asYAAB2V5TBHFXbChoAzCa/jQsMojj13URtHw5E6ahtGaFMCiHZcPq0/YkEsTtJiVFEkkVsLf4Y7vXg1h07j8DojK/tKVc2nwjnq2NKr7BdMUPDllNMhY3Pf2L67+7jxmeuv6yhQICcabJE1dxtcDUnjyvrFY8LHeQifzmziGsSnFTGms68mIjXUfY6cuvDeuH7DrndILSvAdtn/t+sJXoXHqeNsET36LXDGO52rP662v5hd8NohTDqfP+dN2vp8VdjuqFGzKolddbkJkf7O92xPLtbc95/MHMOuscVCllznJxlumT98042AIDdGXlI935Rd67jqSuRDYOzA0mCbkfJMl220cXT+PiTejqjN89Rc+aiHeduPHqR3kolZl5YqnQls6/mme1nzrsOo8hk9r4UCgD9oRqLfbvGIHkCQN0OxmS43VvdWbr8tzhEJ9JhD06oP87g7xX21QwAoL7Xu9UvZZMZdc5rdAI72IDdm/M6XWBiOyXbXHFz2OBHFHwsZ9VW3o8xesvOCaRWQfhMm12HHtdIc36s5Ixv8CkF9/XU+LImV6iuu/CZ+3xm47NdDusbmpgd33fEMXOo3ytqO2B2JDhdtxTDTS++LAV6fehtYwNtJQUFRa3dZ6xC68e70OBIkSRlWiz8RWHXjcC0JgoEAGC1v750yrUQXisAwsXtnzFtawwOUIruLv9N8VrGAARotc9Ob913yeXJ0+ii3qEhAYhBpjKohN62htpGeGEBUprJ6mMJeAAAoJfdXa7hVMdk9WXYbZo1Z39Ii0CHipRyZOG2oVuBPVAUYLxe+8yLGmJvpuvuOb8qGosvKz6ydlpzWnQ4fF54kP0OuXnHPEJ5P4e4n1TAYJaYxXXB3Wq0j5VxZgMBh1p5qxDOyN5l6AqC3pAdf2bdQz9kzOTwmyObFe/rc/VHZdj6gdMj1WM1b9l1UB7WxAr392+qBTERkCgJR1aYmCWfoAnUigsQHx45GVMLfDf9g/E/OrtkvmmzNLZ83XMXVPqB+c58juiTsxX17vsP453rg1o+qRxqw5ikv/+H3zi3YZ/yaDuh2MCRBCLby/75i1qycPhzMLMPNPOwz+7HJt40y5I+96+RoOhM/w8ssnQgDgE06uNXrgjfV5sG/e4qOPfH1dbp4yOuuSBa8HnXtBQrcDALBaXuxacSZe2pnUkvAdtSI2sS4jKUEMyTktYitrji8jRpJN7iXwntDsvszH9i+ElV4mpl/Ut8qnAAAR6wpbBrMeiFWxrhcP6qovmSv3vz9nz5r5y39+xHBZYhZZJTjrePC4tKIbiss5ExghJh3mJayedL+re5RnYuZeyKUAZn91ov9DS5NzN/0zBqv5MNtfn1bSsKsayUPEaodonZUVDR29Ikb5+egnDitsNBohAADAGmiqaSOP7UYSqYJJaCn+GOFrZ331vInJVedXBd18AWHhS0Ivr5Nf4znUVSUVuhlfjasvfG5tFTj4N2Y2Bp6+mNBLrI1zOLzid8wPKo/4h+iZba9M99gUkAG9o6xRsFoSgEjFrltn/Uf7RSefQgaFOulDQ6MAdTsYEyCEln9pkZr30NI9+Fi92fx9O0rGafk1Ib3C/iurI/qKbQYBAoDJSacSfkdR8i4uVb0VxcsOf22jpWD0OG7wx7vqi4W4HQCsRo8Vfx76OCFDbUJBTCuadCSKJIvYN+y7sMSwmTQKiUCkijsQo+m124tCkQWVoYG8F2HFBEZvXty7z5U9wqrojSahawJa0QhCpIFQFRC16cv7D6l51e1EMV1cNhkn8GtmZ05W4/BBTu7vPkcmN41Y11vgP3XnxGV2fX8TzVG3gzERbld0RUF9BLdbG86Z5sUm1GUkJybGh90/fO5pBaG38HMdx6b43Y7e+C4gsZ2v6VFyzi9b61XAyw4v8tNdbhZXOfgjdt0SoW4HoK7nKzCrI/qE/GpCQEwrmnSmciSRoR0ZKmQN1O1gTITbFV9bMlq3A6y+ssy8itLII4o7XjZWRdg9cPLy9XUw3bzpuOUls2M6Osb2Pj7OVuYmV3zzhl41yRnnFLcPHXF0I5mcS7v0+/RTWVKVKwGIaUWTzlSOJDK0I0OFrCE1t0MM0oiqOGhFVxaP7HawDhY5y1zjUBJviJFadF1VN7iL1RWku9qhVshnDGLywaX7EwZHJEfvdqwGh7k/7kr6VmVjZbL/8ohisv6Ikw4ytCNDhawxyqiifTupQc2zmCu39767qCwVJwv1X9UDYAV6YG7Han2qo3GnlAYNuR1ExfXzVb3ojdCR07J052WHu5oqz+Ut44jFYl3PKS4U4XbUPNMZsy4Vj6N4sSCmFU06UzmSyNCODBWyBup2MCZACOPrK5+Yr0O5/vi3erP459sxWuODE+GLePG7HaPWZeMGp2oG4HM7cpF/RN3g/6BXPFDT5Ov04d/uWjWqvh298rbczwdSxE+SHkcQ04omnakcSWRoR4YKWQN1OxiTIAT/VneWjrjZ5fxuR//61HDHw3wSBADUFay76mElHQCoO/KYWSKeV6y/7/Uu1Qs5Q1UN8G92aNwuGdHt2O1Buv9VfjSmWUJjAzGtaNKRaiRlos7O6EFGK0KGClljct2OPVD5xtbkSlSrkGRWZuOLs8ae2QKVxEnpl/edf1ndgx+eoMzuL0nKaOIm2uJi9izf7phPhACABvICnueJXOUbxmS43RudmRtjRLodqzfH/8qhXdv33U1qKI20s8Zm47hKaKV2uoor123W3aQ+7y81i4847rKjyafWX+MvUNUfvXXlzeIR3I5W5bxuyZHXnZM5PRS9w6XFWCPJbE8OCM/HsQAA9HJbHX2XCioAUH+Kzc2QGiHJ6lB32HaNk1HtnG/RbCYbPkud0ovjG2cf70J1yGhFyFAha0y827GIraUfwz1un92pMffXn3/5e9mqLUddcgmCNwDzq4fGn3rYWoHyHqSUo0pGCR2FjjtWG3oUCxR/IBU+2rx0483EbhbAx+5QPJdBBgBQCm+r/KlxPrJpNAUsJsPtXq//dR3/Aox8UKs8t89ddCyylQkRCn1OG1g8Tq7sFjanCWKScDgqGwCoN/bckcAm/reH3nDd5VcKqBCpqTC3oKQk0UplkWkWf0E7aCDP8+yxh5+6J3mCKHqHS4uxR5Kcd0PxL/2njUxGta36puBuCFCK7q1dYxZePWy6MQCgL1TzHxPucAK9wkZtxXEbJ2cujy6txvyg93Jw布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護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護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服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服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護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服0PxXAYZAEApvK3yp8b5yKbRzIKWUiOjFNzXU+PLgly護u7CZyJXBz7b5bC+oYnZ8X1HHDP7B71CWtsBsyPB6bqlGG56ZQ3tTq8PvW1soK2koKCot服MVWg9/VvPO2bEBl/SamWi9hdVzQ3GKKqtSet6xqU621R+ViJDOzJUyBoT4XYQrbOyoqGjF4fD4XBNETsWG75t6anPSK/uagjWUTgR34bj0U+kD97czAb31Rq2VYMP3/Zn2rM07UrIpEwr85護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護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護305ncOVy2v37xucWzHVmP/crKoBj2Vn5XI0I4MFbLGBLgdNJBqunjekZguFgCMrswnV422rtNatXaz/s7tersOHjl6xOjA3p1bN2urL1973PVTJ88W6FW2qko3imgAAFq5rdaitUduOPlHJmSU1HcSaF0R2x服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)
五、注意事項 1、更換壓腳時或長時間不用儀器期間,請保護膠墊放在壓腳和基準(zhǔn)板之間,以保護測量面不受損傷。 2、每次做完實驗后應(yīng)關(guān)上電源開關(guān),并將儀器的電源插頭拔出電源插座。 3、儀器長期不使用時應(yīng)取下電池,以免漏液。 六、思考題 1、影響厚度測試結(jié)果的因素有哪些? 2、產(chǎn)生無紡布與機織和針織布測量結(jié)果變異系數(shù)值相差較大的原因? 七、實驗報告要求 詳細記錄實驗數(shù)據(jù)并分析。
更多關(guān)于 無紡布測厚儀:http://www.standard-groups。。cn/

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