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новости
моих комментариев 27
блогов 2
сообщества 84
учебных материала 4
статьи 0
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экскурсий 0
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Светлана Жарикова, (на сайте с 10.03.2016 г.)
Был(а) на сайте 1 месяц назад
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- РЕЗУЛЬТАТЫ участия учащихся в проектно-исследовательской деятельности
- 2019Г.
- 2018
- 2020
- 2021-2022 уч.г.
- 2022-2023уч.г.
- 2023-2024уч.г.
![](/users_content/11a31db27a7b70be0bb9759cf73d0939/images/2023-02-18_002.jpg)
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2018год
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Год |
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Школьная конференция исследовательских и проектных работ «Шаг в будущее»..Диплом 3 место
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2018 | Новиченко А., Кузьмина С. |
Школьная конференция исследовательских и проектных работ «Шаг в будущее». Сертификат участника | |
Раков Тимофей | Школьная конференция исследовательских и проектных работ «Шаг в будущее» Сертификат участника | ||
Вожиков Никита | Всероссийский конкурс проектно-исследовательских работ учащихся «Грани науки». Диплом-2 место. Школьная конференция иссл. и пр. работ «Шаг в будущее» (Диплом 1 место) |
![](/users_content/11a31db27a7b70be0bb9759cf73d0939/images/edoc(3).jpg)
![](https://uchportfolio.ru/public_files/905267815.jpg)
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Год | Тема | Уровень | Результат |
2019 | «Влияние микроволнового излучения телефона на организм человека» | Школьный | Школьная конференция иссл. и пр. работ «Шаг в будущее» (Диплом 3 место) |
2019 | «Физика и многоликий мир моды» | Школьный | Школьная конференция иссл. и пр. работ «Шаг в будущее» (Диплом 2 место); Открытый межд конкурс иссл. работ "Мы идем дорогой знаний...» (Диплом лауреата 1 степени) |
2019 | «Влияние погодных условий на здоровье человека» | Школьный | Школьная конференция иссл. и пр. работ «Шаг в будущее» (Диплом 1 место) |
2019 | Физика и футбол | Школьный |
Школьная конференция иссл. и пр. работ «Шаг в будущее» (Диплом, 2 место) |
2019 | Влияние курения на здоровье человека | Всероссийский Школьный |
Школьная конференция иссл. и пр. работ «Шаг в будущее» (Диплом 2 место). Открытый межд конкурс иссл. работ "Мы идем дорогой знаний...» (Диплом лауреата 1 степени) |
2019 | Вред и польза микроволновой печи | Всероссийский |
Всероссийский дистанционный конкурс проектно-исследовательских работ учащихся «Наукоград». Диплом лауреата 1 степени |
2019 | Кристаллизация веществ | Всероссийский | Всероссийский дистанционный конкурс проектно-исследовательских работ учащихся «Наукоград». Диплом лауреата 1 степени |
2019 | Физика высоких каблуков | Международный | Районная конференция исследовательских и проектных работ «Шаг в будущее». Диплом 1 место. Открытый международный конкурс исследовательских работ "Мы идем дорогой знаний...» Диплом лауреата 1 степени . |
2019 | Физика и сценический фокус | Всероссийский | Диплом 3 место Всероссийское творческо-просветительное состязание обучающихся (Российское просвещение) |
Результаты педагогической деятельности
https://new.future4you.ru/personal/my_rating.php - результаты на сайте МАН "Интеллект будущего"
ПРОЕКТНО-ИССЛЕДОВАЕЛЬСКАЯ ДЕЯТЕЛЬНОСТЬ
![](/users_content/11a31db27a7b70be0bb9759cf73d0939/images/0001-001-Proektnaja-dejatelnost(1)(1).jpg)
![](https://ppsoch18.edumsko.ru/uploads/3000/2043/section/261602/folder_1/sova.jpg)
Внеурочная проектно- исследовательская деятельность учащихся
![](/users_content/11a31db27a7b70be0bb9759cf73d0939/images/20180511_103735.jpg)
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В моей педагогической деятельности проектно – исследовательская деятельность занимает особое место, как на уроках физики,
так и внеучебное время.
так и внеучебное время.
2020-2021 уч.г.
![](https://uchportfolio.ru/public_files/1603185313.PNG)
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)
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![](/users_content/11a31db27a7b70be0bb9759cf73d0939/images/1%20(6)(1).jpg)
с2017г | Преподаватель курса "Индивидуальный проект" |
с2017г | Вхожу в состав организационного комитета по проектной деятельности. |
с 2019г. по 2022г. | Руководитель районной инновационной площадки по теме «Индивидуальная проектно-исследовательская деятельность как фактор саморазвития старшеклассников» |
Результаты моих учащихся в исследовательских олимпиадах
в 2020 - 2021 уч.г.
Исследовательская олимпиада для учащихся 9-11 классов предназначены
для школьников, знакомых с исследовательской деятельностью, уже
выполнявших работы в выбранной области.
•Олимпиада выполнялась на платформе «IQ-чемпион» Малой академией наук "Интеллект будущего"
в 2020 - 2021 уч.г.
Исследовательская олимпиада для учащихся 9-11 классов предназначены
для школьников, знакомых с исследовательской деятельностью, уже
выполнявших работы в выбранной области.
•Олимпиада выполнялась на платформе «IQ-чемпион» Малой академией наук "Интеллект будущего"
Всероссийская дистанционная исследовательская олимпиада «Потомки Ломоносова» для 10 - 11 классов
СадовщиковаТ. –Диплом, лауреат
Кузьмина Виктория, диплом, призер 1 место
Клипа К. . –свидетельство
Еремина А Диплом, 3 место
Нецветаева Е. - свидетельство
Волохин К. свидетельство
Аппель А. диплом, призер 1 место
- Всероссийская исследовательская олимпиада «Потомки Ломоносова» для 7-8 классов МАН.
Горностаев К., Спрышкова Е., Ватутин С., Березовская М,(диплом, лауреаты) . Блинкова В. ,(диплом, лауреаты)
Проханов В., Беккер Л., Муленок Н. Максимова Д. Осьмихин И –свидетельство
Всероссийская дистанционная исследовательская олимпиада для учащихся - бесплатная
СадовщиковаТ. –Диплом, лауреат
Кузьмина Виктория, диплом, призер 1 место
Клипа К. . –свидетельство
Еремина А Диплом, 3 место
Нецветаева Е. - свидетельство
Волохин К. свидетельство
Аппель А. диплом, призер 1 место
- Всероссийская исследовательская олимпиада «Потомки Ломоносова» для 7-8 классов МАН.
Горностаев К., Спрышкова Е., Ватутин С., Березовская М,(диплом, лауреаты) . Блинкова В. ,(диплом, лауреаты)
Проханов В., Беккер Л., Муленок Н. Максимова Д. Осьмихин И –свидетельство
Всероссийская дистанционная исследовательская олимпиада для учащихся - бесплатная
-
Еремина А. - Диплом, 2 место
- Шевченко Д. – Диплом, 3 место
- Клипа К. - Диплом, лауреат
- Нецветаева Е. - Диплом, лауреат
- Громова А.- Диплом, лауреат
- Волохин К. свидетельство, участник
- Кузьмина В. свидетельство, участник
- Гончарова Д.- свидетельство, участник
- Аппель А.- свидетельство, участник
![](https://uchportfolio.ru/users_content/11a31db27a7b70be0bb9759cf73d0939/images/Image%20(3)%20(1).jpg)
Вкладки
Проектно – исследовательская деятельность в 2019-2020 уч.году
1.Прошла курсы повышения квалификации
-Образовательный онлайн-курс обучения по подготовке педагога к организации проектной и исследовательской деятельности учащихся «Учебное исследование»-72ч.
2.Участие во всероссийском конкурсе педагогов «Развитие, Исследования, Проекты», проводимый общероссийской общественной организацией малой академии наук "Интеллект будущего". Проект проводится с использованием гранта Президента Российской Федерации на развитие гражданского общества, предоставленного Фондом президентских грантов
Номинация 1. «Практика организации исследовательской и проектной деятельности учащихся сельской местности и малых городов». Диплом лауреата 1 степени.
Номинация 2: Акция «Потомки Ломоносова» - 3 сертификата
2.1Мероприятия по популяризации науки и техники среди школьников и местного сообщества.
2.2. Проведение исследовательской игры по разработкам оргкомитета конкурса.
2.3. Проведение исследовательской олимпиады по разработкам оргкомитета конкурса.
3. Получены сертификаты за участие в вебинарах:
- «От учебно-исследовательских работ до малой Нобелевской премии»
-Образовательный онлайн-курс обучения по подготовке педагога к организации проектной и исследовательской деятельности учащихся «Учебное исследование»-72ч.
2.Участие во всероссийском конкурсе педагогов «Развитие, Исследования, Проекты», проводимый общероссийской общественной организацией малой академии наук "Интеллект будущего". Проект проводится с использованием гранта Президента Российской Федерации на развитие гражданского общества, предоставленного Фондом президентских грантов
Номинация 1. «Практика организации исследовательской и проектной деятельности учащихся сельской местности и малых городов». Диплом лауреата 1 степени.
Номинация 2: Акция «Потомки Ломоносова» - 3 сертификата
2.1Мероприятия по популяризации науки и техники среди школьников и местного сообщества.
2.2. Проведение исследовательской игры по разработкам оргкомитета конкурса.
2.3. Проведение исследовательской олимпиады по разработкам оргкомитета конкурса.
3. Получены сертификаты за участие в вебинарах:
- «От учебно-исследовательских работ до малой Нобелевской премии»
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4. Выступление ШКОЛА МОЛОДОГО ПЕДАГОГА «Реализация проектной деятельности, согласно требованиям ФГОС ООО, ФГОС СОО». Сертификат
5. Участие в Российском Фестивале науки и техники «Потомки Ломоносова». Фестиваль проводился с использованием гранта Президента Российской Федерации, предоставленного Фондом президентских грантов. Основной организатор Фестиваля - Общероссийская Малая академия наук «Интеллект будущего».
6.Участие в конференция проектов «Созидание и творчество». Мне -диплом лауреата 1 степени. Садовщикова Т. на секции «Физика и химия», получила Диплом лауреата 1 степени.
7.Участии в различных мероприятиях фестиваля (Садовщикова Татьяна – 10 класс, Еремина Арина – 8 класс): в командной деловой игре «Технополис» - Диплом 2 место ; в исследовательской игре –квест «Секретная лаборатория»- Диплом 3 место.
8.Участие учащихся 11-10 классов (8 участнико) в в Первой Всероссийской олимпиаде с международным участием по проектной деятельности "Звездочки России. Проектная деятельность". Автономная некоммерческая организация дополнительного профессионального образования "Инновационный образовательный центр повышения квалификации и переподготовки "Мой университет" осуществляет образовательную деятельность на основании Лицензии выданной Министерством образования Республики Карелия
9. Открытый международный конкурс исследовательских работ "Мы идем дорогой знаний...» Диплом лауреата 1 степени: Кузьмина Снежана (11 класс). Проект «Физика и многоликий мир моды». Конкурс проводится по инициативе редакции конкурсной Интернет-площадки им.К.Д.Ушинского «Новое образование», а также группы компаний «НАФТЕК-Школа».
10. Всероссийский дистанционный конкурс проектно-исследовательских работ учащихся «Наукоград». Дипломы лауреата 1 степени: Кузнецов Д. (11 класс), проект «Влияние микроволнового излучения телефона на организм человека»; Муленок Р.(11 класс), проект «Физика и футбол». Конкурс проводится по инициативе редакции конкурсной Интернет-площадки им.К.Д.Ушинского «Новое образование», а также группы компаний «НАФТЕК-Школа».
6.Участие в конференция проектов «Созидание и творчество». Мне -диплом лауреата 1 степени. Садовщикова Т. на секции «Физика и химия», получила Диплом лауреата 1 степени.
7.Участии в различных мероприятиях фестиваля (Садовщикова Татьяна – 10 класс, Еремина Арина – 8 класс): в командной деловой игре «Технополис» - Диплом 2 место ; в исследовательской игре –квест «Секретная лаборатория»- Диплом 3 место.
8.Участие учащихся 11-10 классов (8 участнико) в в Первой Всероссийской олимпиаде с международным участием по проектной деятельности "Звездочки России. Проектная деятельность". Автономная некоммерческая организация дополнительного профессионального образования "Инновационный образовательный центр повышения квалификации и переподготовки "Мой университет" осуществляет образовательную деятельность на основании Лицензии выданной Министерством образования Республики Карелия
9. Открытый международный конкурс исследовательских работ "Мы идем дорогой знаний...» Диплом лауреата 1 степени: Кузьмина Снежана (11 класс). Проект «Физика и многоликий мир моды». Конкурс проводится по инициативе редакции конкурсной Интернет-площадки им.К.Д.Ушинского «Новое образование», а также группы компаний «НАФТЕК-Школа».
10. Всероссийский дистанционный конкурс проектно-исследовательских работ учащихся «Наукоград». Дипломы лауреата 1 степени: Кузнецов Д. (11 класс), проект «Влияние микроволнового излучения телефона на организм человека»; Муленок Р.(11 класс), проект «Физика и футбол». Конкурс проводится по инициативе редакции конкурсной Интернет-площадки им.К.Д.Ушинского «Новое образование», а также группы компаний «НАФТЕК-Школа».
Работы учащихся
Научно-исследовательская работа учащихся
№ | Год | Тема | Участников | Результат |
1 | 2017 | Исследование коэффициента трения спортивной обуви о различные поверхности | Вожиков Никита | Диплом, 1 место |
2 | 2017 | Катапульта | Раков Тимофей | Диплом, 2 место |
3 | 2016 | Старинные меры длины в математике и физике | Трусова Дарья | Сертификат |
4 | 2016 | Ее величество - сила трения | Курешова Анна | Сертификат |
5 | 2016 | Физика и деньги | Блинков В., Кузнецов Д. | Сертификат |
6 | 2016 | Энергосбережение | Кузьмина С.,Швдченко О. | Сертификат |
7 | 2016 | Влияние физической и умственной нагрузки на температуру человека | Убираева Л.,Федоренко Ю. | Диплом 3 степени |
8 | 2016 | Диффузия вокруг нас | Новикова О., Нецветаева И.. | Диплом 2 степени |
9 | 2016 | Удивительный мир мыльных пузырей | Березовская Ю., Новиченко А. | Диплом 1 степени |
10 | 2014 | Физика в нашем доме | Группа учащихся 9 класса | Диплом 1 степени |
11 | 2013 | Калейдоскоп | Лукашов А. Самусенко Е. | Диплом лауреата |
12 | 2012 | Выращивание водорастворимых кристаллов | Иванова Е. Столяренко Г. | Диплом 1 степени |
13 | 2011 | Влияние электромагнитного излучения на человека | Иванова Е. | Диплом |
14 | 2010 | Качества жизни школьников | Калимулин А. Лузкарева Д. | Диплом |
Текстовый блок
Всероссийская акция «Потомки Ломоносова»
Командная интеллектуально-творческая игра «Изобретатели»
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Комментарии (2518)
#1 Светлана Семеновна! Спасибо за поздравление! И Вас с Днём народного единства поздравляю! Счастья, добра, процветания Вам желаю. Желаю солнца в вышине. Желаю мира на земле. Чтоб бед и мрачных дум не знать, Не горевать, не тосковать..
Владимир Баранов, дата: 04.11.2018 в 6:13
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#2 Светлана Семеновна, огромное Вам спасибо за комментарий и поддержку! Как же я счастлива обрести на этом сайте столько единомышленников и друзей! Огромное вам коллеги спасибо!
Елена Кулыгина, дата: 03.11.2018 в 14:12
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#3 Светлана Семеновна, большое спасибо за внимание к моему новому блогу. В нашей школе много молодых специалистов: учителя начальных классов и внеурочной деятельности, воспитатели, педагог-организатор. Наша молодежь всегда готова к сотрудничеству.
Юлия Пасынок, дата: 02.11.2018 в 15:12
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#4 Светлана Семеновна, заглянула просто пожелать Вам хорошего дня, добрых новостей и радостных событий. Пусть в этот день, да и во все другие, судьба потешит Вас и побалует, будет щедрой на приятные подарки и неожиданные милые сюрпризы. Пусть проблемы легко решаются, дела будут успешными, душа улыбается, а сердце неустанно радуется жизни.
Юлия Пасынок, дата: 31.10.2018 в 12:55
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#5 Светлана Семеновна, здравствуйте! Спасибо за Ваш визит и
добрые пожелания на новый рабочий день! Мы ещё пока учимся, детей распускают 3 ноября. Посмотрела Ваши участия за октябрь этого учебного года- впечатляет! Есть такое высказывание об учителе- Обучать - значит вдвойне учиться- я сегодня именно Вам его посвящаю!
Светлана Трушина, дата: 30.10.2018 в 4:06
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#6 Светлана Семеновна, здравствуйте! Спасибо Вам большое за визит и добрые пожелания! Чудесной Вам погоды и отличного настроения!
Ольга Турова, дата: 30.10.2018 в 0:36
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