<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@vertical+block@db0b1974a7c9490e81a7be4ede4ec718" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@735e0354ea574494bc77d6c5386b19c9"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@735e0354ea574494bc77d6c5386b19c9" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p>Фактори, що впливають на вибір способу&nbsp; розпилювання круглої деревини:</p> <ul> <li>діапазон&nbsp; діаметрів круглої деревини;&nbsp; &nbsp;</li> <li>використання за призначенням в подальшій&nbsp; обробці;&nbsp;</li> <li>матеріальна ефективність&nbsp; (мінімізація відходів) і кількісна ефективність (оптимізація процесів).&nbsp;&nbsp;</li> </ul> <p>Застосування верстатів на основі стрічкових пил дозволяє отримати найбільшу кількість основного матеріалу (дошки, бруси), зрозуміло, за рахунок раціонального розпилу. Застосування вертикальних стрічкових пилорам, дозволяє підвищити продуктивність праці.</p> <p>Недоліки, що виникають в процесі розпилювання деревини вертикальними багатопильними стрічковими пилорамами:</p> <ul> <li>звуження діапазону діаметрів колод, що розпилюються;</li> <li>викривлення, які зазвичай знаходяться за межами прийнятного допуску;</li> <li>великі відходи і відсутність бічної дошки.&nbsp;</li> </ul> </div> </div> </div> <script type="text/javascript"> (function (require) { require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () { require(['js/dateutil_factory'], function (DateUtilFactory) { DateUtilFactory.transform('.localized-datetime'); }); }); }).call(this, require || RequireJS.require); </script> <script> function emit_event(message) { parent.postMessage(message, '*'); } </script> </div>

<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@vertical+block@00d57930d690478eae9592071ae5017e" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@7b265fd54a6c4af4acf3a41764db7525"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@7b265fd54a6c4af4acf3a41764db7525" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p>Поздовжнє розпилювання можна здійснювати на&nbsp; однопилковому&nbsp; або багатопилковому циркулярному верстаті.&nbsp; На багатопилковому верстаті досягається не тільки&nbsp; більша ефективність роботи, але і витрачається менше електроенергії.&nbsp;&nbsp;</p> <p><strong>Як порахувати кількість пил встановлених на багатопилковий верстат?&nbsp;</strong></p> <p>Потужність двигуна має вирішальний вплив на кількість пилок, які можна одночасно встановити на шпинделі верстата. Наприклад, для одинарної пилки з максимальною висотою пропилу 100 мм потужність двигуна повинна становити близько 8 кВт, а для верстата на шпинделі якого можна одночасно встановити десять пилок з максимальною висотою пропилу 120 мм потужність двигуна становить приблизно 60 кВт. Відповідно:</p> <ul> <li>однопилковий верстат потребує 0,8 кВт потужності на 1 см висоти пропилу;&nbsp;</li> <li>багатопилковий верстат потребує приблизно 0,5 кВт на 1 см висоти пропилу.</li> </ul> <p>При меншій кількості пилок і меншій висоті пропилу, де можна встановити пилку меншого діаметра, наприклад, 350 мм, потреба в потужності для 1 см висоти пропилу пропорційно більша, ніж у багатопилкового верстата, де для пропилу 120 мм необхідний діаметр дискової пили в 400 мм. Припускаючи, що дискова пила:</p> <ul> <li>при діаметрі 350 мм матиме товщину полотна 2,5 мм, а пропил 3,8 мм;</li> <li>при діаметрі 400 мм матиме товщину полотна 3,0 мм, а пропил 4,2 мм;</li> </ul> <p>Ми можемо помітити, що, якби порівнювати один діаметр пилки, пропорції потреби в потужності на 1 см висоти різання збільшилися б. Наступні важливі фактори для визначення вимог до потужності двигуна: порода деревини, вологість деревини, кут різання, товщина стружки та ступінь затуплення леза.</p> <p>Пам&rsquo;ятаючи про те, що використання дискових пилок з більшим діаметром, ніж необхідно, є недоцільним, при менших поперечних перерізах матеріалу, що розпилюється, можна використовувати менший індекс, а при більших поперечних перерізах &ndash; вищий індекс споживання потужності на 1 см висоти пропилу. Наприклад, якщо припустити, що висота матеріалу, який потрібно розрізати, становить 120 мм, встановлено 10 циркулярних пилок діаметром 400 мм і пропилом 4,2 мм, а потужність двигуна становить приблизно 60 кВт, необхідна потужність для однієї пилки становить 5 кВт. Якщо ми розпилюємо матеріал перерізом 60 мм, то потрібна циркулярна пила діаметром 250 мм з товщиною пропилу 2,8 мм або 3,2 мм і припускаючи, що за рахунок зменшення ширини твердосплавного наконечника ми зменшимо потребу в потужності приблизно до 0,3 - 0,4 кВт на 1 см висоти зрізу, то потреба в потужності для однієї пилки становитиме приблизно 1,8 - 2,4 кВт.</p> <p>Якщо ми розділимо потужність двигуна на потужність, необхідну для однієї пилки з відповідною висотою матеріалу, що розпилюється, отримаємо відповідну кількість пилок, які потрібно встановити на багатопилковий верстат.</p> <p><strong>Настільна пила та універсальний круглопильний верстат</strong></p> <p>Настільна пила - дуже небезпечний інструмент, але він доповнює необхідне технічне оснащення. Універсальний круглопильний верстат використовується для виконання різних технологічних операцій, що стосуються розпилювання.</p> <p><strong>Форматно-розкрійний центр&nbsp;</strong></p> <p>Це ідеальне рішення для виробництва. Форматно-розкрійний центр забезпечує високу продуктивність праці та ефективність використання матеріалу. Дозволяє виконувати розпилювання різного роду плитних матеріалів, виготовлених на основі деревини, а також масиву дерева, в тому числі клеєних щитів.</p> <p style="text-align: center;"></p> <table width="642" cellpadding="7" cellspacing="0"><colgroup><col width="110" /> <col width="68" /> <col width="94" /> <col width="67" /> <col width="69" /> <col width="71" /> <col width="62" /> </colgroup> <tbody> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span style="font-size: 11pt;"><span lang="uk-UA">Риса/вид машини</span></span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western" style="margin-left: -0.08cm; margin-right: -0.14cm;"><span style="font-size: 11pt;"><span lang="ru-RU">Форматно-розкрійний центр</span></span></p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western" style="margin-left: -0.05cm; margin-right: -0.26cm;"><span style="font-size: 11pt;"><span lang="ru-RU">Універсальний круглопильний верстат</span></span></p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western" style="margin-left: -0.11cm; margin-right: -0.24cm;"><span style="font-size: 11pt;"><span lang="ru-RU">Форматно-розкрійний центр</span></span></p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western" style="margin-left: -0.05cm; margin-right: -0.12cm;"><span style="font-size: 11pt;"><span lang="ru-RU">Форматно-розкрійний верстат</span></span></p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western" style="margin-left: 0cm; margin-right: -0.15cm;"><span style="font-size: 11pt;"><span lang="ru-RU">Форматно-розкрійний центр</span></span></p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span style="font-size: 11pt;"><span lang="uk-UA">Настільна пила</span></span></p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="ru-RU">Потреба в робочому місці</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="ru-RU">Потреба електричної потужності</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="ru-RU">Точність різання та обсуговування </span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">++</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="uk-UA">Т</span><span lang="ru-RU">очність позиціонування</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">++</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="uk-UA">Кількісна ефективність</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="uk-UA">Якісна ефективність</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">++</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">Маніпуляції з оброблюваним матеріалом</p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="uk-UA">Стійкість обладнання</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">++</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">++</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="ru-RU">Стабільність конструкції</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="uk-UA">Ф</span><span lang="ru-RU">ізична трудомісткість</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="ru-RU">Габарити оброблюваного матеріалу</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="ru-RU">Культура праці</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="uk-UA">Безпека</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr></tr> <tr valign="top"> <td width="110" style="border-color: #000000; padding: 0cm 0.19cm;"> <p class="western"><span lang="ru-RU">Обслуговування</span></p> </td> <td width="68" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="94" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">--</p> </td> <td width="67" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="69" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> <td width="71" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">+</p> </td> <td width="62" style="border-color: #000000; padding: 0cm 0.19cm;"> <p lang="en-US" class="western">-</p> </td> </tr> </tbody> </table> <p style="text-align: center;"><span style="text-decoration: underline;">Таблиця 2.3 Плюси і мінуси&nbsp; використання&nbsp; форматно-розкрійного центру&nbsp; в порівнянні з іншими&nbsp; верстатами поздовжнього різання&nbsp;</span></p> <p>Джерело:&nbsp;&nbsp;http://www.penny.pl/porady/wielopila-formatowka-czy-pila-stolikowa-co-wybrac-i-kiedystosować/</p> </div> </div> </div> <script type="text/javascript"> (function (require) { require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () { require(['js/dateutil_factory'], function (DateUtilFactory) { DateUtilFactory.transform('.localized-datetime'); }); }); }).call(this, require || RequireJS.require); </script> <script> function emit_event(message) { parent.postMessage(message, '*'); } </script> </div>

<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@vertical+block@74dd2384ace14c37bf2268f20ed58563" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@a2e72ea36e85416983da45cce122456c"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@a2e72ea36e85416983da45cce122456c" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p>Стругання &ndash; це процес різання деревини з утворенням стружки, при якому оброблена поверхня, поверхня різання та площина різання збігаються. Стругання застосовують для надання деталям правильної форми, точних розмірів і потрібної якості обробки поверхні деревини, а також для створення кута між вирівняними площинами.</p> <p><strong>Працівники, які обслуговують верстат, повинні:</strong></p> <ul> <li>використовувати спец одяг;</li> <li>виконувати роботу згідно з інструкціями, затвердженими для даної посади;</li> <li>перед початком чищення, ремонту або технічного обслуговування вимкнути електроживлення та захистити верстат від випадкового запуску;</li> <li>після ремонту не запускати верстат без дозволу керівника робіт;</li> <li>працівники повинні працювати поза небезпечною зоною;</li> <li>перевірити ефективність обладнання проти ураження електричним струмом відповідно до Інструкції з експлуатації та обслуговування;</li> <li>перед пуском верстата працівники зобов'язані переконатися, що пуск не спричинить аварії та чи справні захисні пристрої;</li> <li>під час роботи з верстатом слід використовувати захисні пристрої там, де існує ризик для безпеки через рухомі частини або заготовки;</li> <li>заміна різальних інструментів, що використовуються для обробки, може бути виконана тільки після вимкнення живлення;</li> <li>ріжучі інструменти повинні відповідати даним, що містяться в інструкції з експлуатації.</li> </ul> <p><strong>Під час експлуатації верстата неприпустимо:&nbsp;</strong></p> <ul> <li>відкриття або зняття захисних елементів;</li> <li>очищення і обслуговування робочих механізмів;&nbsp;&nbsp;</li> <li>перевірка точності обробки заготовки&nbsp; або виконання інших подібних операцій;&nbsp;</li> <li>видалення стружки, що утворюється&nbsp; в процесі роботи;&nbsp;</li> <li>обслуговування верстата в рукавичках або з перев'язаними руками.&nbsp;</li> </ul> </div> </div> </div> <script type="text/javascript"> (function (require) { require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () { require(['js/dateutil_factory'], function (DateUtilFactory) { DateUtilFactory.transform('.localized-datetime'); }); }); }).call(this, require || RequireJS.require); </script> <script> function emit_event(message) { parent.postMessage(message, '*'); } </script> </div>

<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@vertical+block@477ae2db5039474287cbb786836e9ecd" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@377cf99f8c464d978af8d89a738dc676"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@377cf99f8c464d978af8d89a738dc676" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p style="text-align: left;"></p> <p class="western" style="line-height: 115%; margin-left: -0.5cm; margin-right: -0.25cm; text-indent: 1cm; margin-bottom: 0cm;"><strong>Класифікація фрезерних верстатів</strong></p> <p style="text-align: center;"><img src="data:image/png;base64,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" alt="" /></p> <p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 2.2. Поділ фрезерних верстатів</span></p> <p style="text-align: center;">Джерело: http://www.penny.pl/porady/jak-wybrac-frezarke-do-drewna/</p> <p><strong>Фрезерні верстати з верхнім розміщенням шпинделя</strong></p> <p>З допомогою цього верстата можна зробити пази для&nbsp; дерев'яних стиків,&nbsp; кутових профілів або формованих елементів.&nbsp;&nbsp;</p> <p>Обробка матеріалу:</p> <ul> <li>вибір фрези;&nbsp;</li> <li>регулювання&nbsp; частоти обертання фрезерного верстата з верхнім розміщенням шпинделя;&nbsp;&nbsp;</li> <li>у випадку з вирізанням елементів, спочатку слід попрацювати лобзиком, потім&nbsp; &nbsp; необхідно обробити краї фрезерним верстатом&nbsp; (не забуваючи&nbsp; про припуск на краях - більший &laquo;запас&raquo;&nbsp; матеріалу);&nbsp;</li> <li>для прямих країв&nbsp; &nbsp;необхідно використовувати паралельну напрямну;&nbsp;</li> <li>для кривих країв слід використовувати&nbsp; фрезерну напрямну;&nbsp;</li> <li>матеріал слід зафіксувати струбцинами до стола;&nbsp;&nbsp;</li> <li>встановити на фрезерному верстаті бажану глибину фрезерування.&nbsp;</li> </ul> <p style="text-align: center;"><span style="text-decoration: underline;"><img height="262" width="392" src="/assets/courseware/v1/2d11ececdfca5e42ed9525bc333a1d75/asset-v1:Profosvita+CS-K006SFPL+2024+type@asset+block/%D0%9C%D0%BE%D0%B4%D1%83%D0%BB%D1%8C_2._%D0%9C%D0%B5%D1%82%D0%BE%D0%B4%D0%B8_%D0%BE%D0%B1%D1%80%D0%BE%D0%B1%D0%BA%D0%B8_%D0%B4%D0%B5%D1%80%D0%B5%D0%B2%D0%B8%D0%BD%D0%B8_%D1%82%D0%B0_%D0%B4%D0%B5%D1%80%D0%B5%D0%B2%D0%BD%D0%B8%D1%85_%D0%BC%D0%B0%D1%82%D0%B5%D1%80%D1%96%D0%B0%D0%BB%D1%96%D0%B2_html_4a0316b9e0824fd8.gif" alt="" /></span></p> <p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 2.3. Схема фрезерування фрезерним верстатом з верхнім розміщенням шпинделя</span></p> <p>Джерело: http://www.penny.pl/porady/jak-wybrac-frezarke-do-drewna/#more-2626&nbsp;</p> <p><strong>Фрезерні верстати з нижнім розміщенням шпинделя&nbsp;</strong></p> <p>Цей фрезерний верстат використовується для вирівнювання та профілювання вузьких поверхонь, нарізання шипів, нарізання канавок, заглиблень, а також для криволінійного фрезерування.</p> <p style="text-align: center;"><span style="text-decoration: underline;"><img height="400" width="416" src="/assets/courseware/v1/4615a470c4200271078f6ee135228211/asset-v1:Profosvita+CS-K006SFPL+2024+type@asset+block/%D0%9C%D0%BE%D0%B4%D1%83%D0%BB%D1%8C_2._%D0%9C%D0%B5%D1%82%D0%BE%D0%B4%D0%B8_%D0%BE%D0%B1%D1%80%D0%BE%D0%B1%D0%BA%D0%B8_%D0%B4%D0%B5%D1%80%D0%B5%D0%B2%D0%B8%D0%BD%D0%B8_%D1%82%D0%B0_%D0%B4%D0%B5%D1%80%D0%B5%D0%B2%D0%BD%D0%B8%D1%85_%D0%BC%D0%B0%D1%82%D0%B5%D1%80%D1%96%D0%B0%D0%BB%D1%96%D0%B2_html_71fbfc6c02ad49a4.gif" alt="" /></span></p> <p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 2.4. Фрезерування деревини&nbsp;</span></p> <p>Джерело: Dygas A., Mechaniczna obr&oacute;bka drewna. Pakiety edukacyjne. Poradnik dla ucznia, PIB, Radom 2006, s.11&nbsp;</p> <p>На рисунку 2.4. показано&nbsp; фрезерування деревини: а) вирівнювання, (b) профілювання, (c) фрезерування шипа, (d) фрезерування проушини шипа, (е) вирізання канавок, (f) поглиблення.&nbsp;</p> <p>Фрезерний верстат оснащений вертикальним шпинделем, який виступає над столом верстата. На шпиндель можна кріпити як кінцеві, так і насадні фрези. Під час пересування оброблюваного матеріалу заготовка притискається до обертових ножів і відбувається фрезерування. Часто, особливо під час виконання з`єднань використовуються набори так званих насадних фрез. З метою отримання складних профілів використовуються профільні фрези. Кожна фреза являє собою набір з декількох або десятків ножів, нерухомо закріплених на невеликому диску або металевому циліндрі.&nbsp;</p> <p><strong>Фрезерні верстати ЧПК (з числовим програмним керуванням)&nbsp; &nbsp;</strong></p> <p>Це фрезерні верстати з числовим керуванням. Вони забезпечують високу точність і якість обробки. У них за рухи фрези відповідає комп'ютерна програма. Ці типи фрезерних верстатів набагато більші, складніші та дорожчі, ніж традиційні.</p> <p style="text-align: center;"><span style="text-decoration: underline;"><img height="243" width="309" src="/assets/courseware/v1/0812f8dd488aca0b3d954004a4d3daad/asset-v1:Profosvita+CS-K006SFPL+2024+type@asset+block/%D0%9C%D0%BE%D0%B4%D1%83%D0%BB%D1%8C_2._%D0%9C%D0%B5%D1%82%D0%BE%D0%B4%D0%B8_%D0%BE%D0%B1%D1%80%D0%BE%D0%B1%D0%BA%D0%B8_%D0%B4%D0%B5%D1%80%D0%B5%D0%B2%D0%B8%D0%BD%D0%B8_%D1%82%D0%B0_%D0%B4%D0%B5%D1%80%D0%B5%D0%B2%D0%BD%D0%B8%D1%85_%D0%BC%D0%B0%D1%82%D0%B5%D1%80%D1%96%D0%B0%D0%BB%D1%96%D0%B2_html_4c50c5330a4bfa4.gif" alt="" /></span></p> <p style="text-align: center;"><span style="text-decoration: underline;">Рисунок 2.5. Фрезерний верстат ЧПК</span></p> <p>Джерело: http://www.kma-maszyny.pl/katalog-produktow/grawerka-i-frezarka-cnc-winter-routermax-minihttp://www.kma-maszyny.pl/katalog-produktow/grawerka-i-frezarka-cnc-winter-routermax-mini-6080.html6080.html</p> <p>Основними частинами верстата є:</p> <ul> <li>станина і робочий стіл &ndash;&nbsp; вони&nbsp; статичні і динамічні, жорсткі за рахунок зварної конструкції;</li> <li>на поздовжніх направляючих верстата закріплені колони, що рухаються по осі Y;</li> <li>на колонах&nbsp; розміщується&nbsp; поперечний механізм, який&nbsp; рухається в напрямках осей X і Z.</li> </ul> <p>Верстат містить програмне забезпечення, яке дозволяє виготовляти фрезеровані елементи, деталі виробів і самі вироби з деревини для всіх сфер застосування у виробництві меблів, предметів інтер'єру, столярних виробів тощо.</p> </div> </div> </div> <script type="text/javascript"> (function (require) { require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () { require(['js/dateutil_factory'], function (DateUtilFactory) { DateUtilFactory.transform('.localized-datetime'); }); }); }).call(this, require || RequireJS.require); </script> <script> function emit_event(message) { parent.postMessage(message, '*'); } </script> </div>

<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@vertical+block@c5cb087f93fe4f26ab9d6c2a3fde88d4" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@71ddac48983441e2a5b3d479cf777b19"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Profosvita+CS-K006SFPL+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Profosvita+CS-K006SFPL+2024+type@html+block@71ddac48983441e2a5b3d479cf777b19" data-request-token="d5f30494c3a211ef84041ed6a12bc319" data-graded="False" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p><strong>Основні правила виготовлення отворів під різні види з&rsquo;єднань</strong></p> <p>У меблевій промисловості з&rsquo;єднання шкантами, гвинтами і круглими вставними шипами є швидкою і простою альтернативою клеєним з'єднанням. Однак свердління в деревині є більш складним завданням, ніж здається на перший погляд. Ось правила того, як зробити надійні та гарні з&rsquo;єднання, при виготовленні яких використовується свердління:</p> <ul> <li>для отворів діаметром до 8-10 мм рекомендується використовувати спіральні свердла;&nbsp;</li> <li>для неглибоких і отворів діаметром до 30 мм підійде свердло Фостнера або ж центро-перове свердло; кільцева пилка ідеально підходить для свердління великих отворів діаметром від 30 мм;</li> <li>завжди використовуйте шурупи та гвинти для дерева; вони мають різьбу з більш крутою спіраллю і гостре вістря; хвостовик циліндричний або конічний;</li> <li>шуруповерти та акумуляторні дрилі-шуруповерти &ndash; ідеальний інструмент для закручування шурупів;&nbsp;</li> <li>переконайтеся, що насадка викрутки підходить до гвинта, інакше вона може вислизнути з головки гвинта під час роботи; Гвинти &laquo;Torx&raquo; забезпечують найнадійніше кріплення, гвинти з хрестоподібним шліцом (за технічним терміном Pozidriv або Philips) загалом кращі за гвинти з поздовжнім шліцом;</li> <li>найкращий результат досягається при свердлінні уздовж волокна деревини; швидкість обертання повинна бути встановлена правильно; при занадто низькій швидкості обертання отвір не матиме рівних країв і стінок; при занадто високій швидкості обертання є ризик перегріву матеріалу і утворення окалини; слід правильно прикладати свердло до поверхні;</li> <li>необхідно використовувати свердла по дереву з центруючим наконечником; для стандартних отворів малого і середнього діаметрів можна використовувати спіральне свердло;</li> <li>слід зафіксувати заготовку затискачами, щоб вона не зміщувалася під час свердління; щоб не пошкодити стільницю, найкраще підкласти в місце потенційного отвору непотрібний шматок дошки; це також допоможе запобігти відламуванню волокон по краях під час завершення свердління;</li> <li>при свердлінні отворів під гвинт великого розміру, потрібно робити отвір на &frac12; чи 1/3 довжини гвинта, свердло при цьому потрібно брати меншого діаметрі ніж діаметр різьби, в такому випадку гвинт буде надійно чіплятися за стінки зробленого отвору; у деревині твердих порід під головку шурупа обов&rsquo;язково потрібно робити потай;&nbsp;</li> </ul> </div> </div> </div> <script type="text/javascript"> (function (require) { require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () { require(['js/dateutil_factory'], function (DateUtilFactory) { DateUtilFactory.transform('.localized-datetime'); }); }); }).call(this, require || RequireJS.require); </script> <script> function emit_event(message) { parent.postMessage(message, '*'); } </script> </div>