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<p style="text-align: center;"><em>Вітаємо в Розділі 4</em></p>
<h3 style="text-align: center;"><strong>"Особистий розвиток і психологічне благополуччя викладачів"</strong></h3>
<p style="text-align: center;"><em>Обсяг самостійного навчання: 2 години</em></p>
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<p></p>
<h3><span style="color: #0000ff;"><strong>Результати навчання</strong></span></h3>
<p>Викладач закладу П(ПТ)О здатний:</p>
<ul>
<ul>
<li>опанувати компетентність з особистого професійного розвитку;</li>
<li>засвоїти концепцію психологічного відновлення (трудової реабілітації) та реалізовувати на практиці методи забезпечення особистого психологічного благополуччя.</li>
</ul>
</ul>
<p></p>
<h3><span style="color: #0000ff;"><strong>Зміст розділу</strong></span></h3>
<ul>
<ul>
<li>Психологічне благополуччя викладача.</li>
<li>Психологічне відновлення (трудова реабілітація) викладача.</li>
</ul>
</ul>
<p></p>
</div>
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<p>Ми усвідомлюємо важливість сучасної освіти й сприймаємо характерні для неї та гуманітарних наук постійні зміни як належне. Освіта «йде нога в ногу» з цими змінами, що робить її сучасною в методологічній сфері, а також у процесі глобальної цифрової трансформації. У цієї медалі є й інший бік – турбота про психологічне благополуччя у професійній діяльності викладача в довгостроковій перспективі. Щоденна робота викладача сповнена багатьма стресовими ситуаціями та труднощами різного характеру. Розгляньмо деякі аспекти цієї дуже важливої теми.</p>
<p>Психологічне благополуччя у навчальній і професійній діяльності викладачів – головна передумова досягнення освітніх цілей. Взаємодія зі здобувачами освіти у складних соціально-педагогічних ситуаціях є центральним чинником впливу на психологічний добробут викладачів. Успіхи в досягненні педагогічних і соціальних цілей неминуче супроводжуються накопиченням втоми.</p>
<p><span style="font-size: 1em;">Необхідно підкреслити, що сукупність аспектів у циклах забезпечення психологічного добробуту (умовного викладача) визначається індивідуально. Водночас існує </span>загальний вимір над яким варто поміркувати.</p>
<p></p>
<p style="text-align: center;"><img height="720" width="960" src="/assets/courseware/v1/98b666b29d7fd41adb3968f98ee40311/asset-v1:Profosvita+CM-R031-EDUFI+2023+type@asset+block/3.1_Future_trends_in_VET_upd_ua_.jpg" alt="Psychological well-being" /></p>
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<p>Значення психологічного відновлення (трудової реабілітації) важко переоцінити. Це пояснюється тим фактом, що між позитивними емоціями і мотивуючим станом роботи, з одного боку, та екстремальним стресом, спричиненим роботою, з іншого, насправді тонка межа. У Фінляндії проводилося дослідження «Компетентності трудової реабілітації». Фінляндія може похвалитися особливими знаннями у цій сфері завдяки таким провідним дослідникам як доктор Мінна Хуотілайнен з Гельсінського університету. <strong>Компетентність "П</strong><b>сихологічного відновлення</b><strong style="font-size: 1em;"> (трудової реабілітації)" вона називає особливим окремим умінням</strong><strong><span style="font-size: 1em;"> у житті.</span></strong></p>
<p>Доктор Хуотілайнен підкреслює той факт, що вміння відновлюватись психологічно (трудова реабілітація) в кожної людини унікальне. В основу концепції компетенції трудової реабілітації вона ставить окрему особистість:</p>
<ul>
<ul>
<li>Які методи психологічного відновлення Ви використовуєте у своєму житті?</li>
<li>Як цей процес організовано у Вашому житті?</li>
</ul>
</ul>
<p>Вона наголошує на важливості "психологічного самоконтролю"<strong> кожного дня.</strong></p>
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alt="" /></strong></p>
<p></p>
<p></p>
<p>На зображені показано, як виконання робочих обов'язків і методи психологічного відновлення утворюють перетин. Пов’язані з роботою позитивні емоції (лівий бік) і емоції від виділеного часу на психологічне відновлення (правий бік) можуть взаємодіяти. <em>(Джерело: Др. Мінна Хуотілайнен, <a href="https://youtu.be/va-DI5gPnpc" target="[object Object]">https://youtu.be/va-DI5gPnpc</a>)</em></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);
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<div class="vert vert-0" data-id="block-v1:Profosvita+CM-R031-EDUFI+2023+type@html+block@321273165e954dad930e14652869eca0">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Profosvita+CM-R031-EDUFI+2023" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Profosvita+CM-R031-EDUFI+2023+type@html+block@321273165e954dad930e14652869eca0" data-request-token="10002668746511ef8f90269103e28e3c" data-graded="False" data-has-score="False">
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<p><img style="float: right; padding-left: 35px; padding-bottom: 25px;" width="270" src="/assets/courseware/v1/791eee3ca189a661178832fba9921bb5/asset-v1:Profosvita+CM-R031-EDUFI+2023+type@asset+block/m3_r4_img3.jpg" alt=" " /></p>
<p>Описані елементи психологічного відновлення представлено графічно за допомогою піраміди. Якщо серед запропонованих методів Ви впізнаєте деякі зі своїх власних, це означає, що вони є дієвими для Вас.</p>
<p></p>
<p>Навіть якщо в житті трапляються моменти, коли Ваші думки розосереджені, з точки зору психологічного відновлення – це цілком нормальне явище! Вони дають вам можливість зробити мікроперерву, ці моменти вкрай важливі, не слід їх недооцінювати. </p>
<p></p>
<p>Важливе значення має і здоровий сон. Вихідні, канікули також важливі, бо дають нам можливість краще відпочити від роботи. Після гарного відпочинку людина краще готова до продовження роботи та досягнення цілей. </p>
<p></p>
<p><strong>Здатність до свого психологічного відновлення є надзвичайно важливою категорією успішного викладача!</strong></p>
<p><img height="720" width="1280" src="/assets/courseware/v1/08a3479899b86beef1f5af40c1785460/asset-v1:Profosvita+CM-R031-EDUFI+2023+type@asset+block/InModule3Chapter4__2__ua___1_.jpg" alt="Pyramide" /></p>
<p></p>
<p style="text-align: right;"><em>Джерело піраміди: Др. Мінна Хуотілайнен, <a href="https://youtu.be/va-DI5gPnpc" target="[object Object]">https://youtu.be/va-DI5gPnpc</a></em></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) {
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});
}).call(this, require || RequireJS.require);
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<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
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<ol><ol>
<li>Подумайте про свої способи і методи психологічного відновлення (трудової реабілітації).</li>
<li>Будь ласка, поділіться своїми методами з колегами по роботі та навчанню. Цінними будуть навіть найпростіші поради та приклади з власного досвіду!</li>
</ol></ol>
<p></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, '*');
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