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Simple Pulleys: How to Use Formulas and Find Force Gain

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incii

@catsandc0ffee_

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451 Takipçiler

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Konu Uzmanı

11.08.2024

95

Dinamik ↓ M 15kg. + Fret = T She TT M₂-9-M₂ay = M₁ ax 9=2 FT = 7 Fuet М29 - м2 а = мла Fret = M-a Q= M M29 = M₁a+m₂ a Max = T Fret ax=94 Fre

Görüntüle

Page 2: Advanced Pulley Systems

This page delves into more complex pulley systems and their analysis.

Definition: Basit makineler formülleri (simple machine formulas) are equations used to calculate forces and accelerations in mechanical systems.

The page presents two main examples:

  1. A system with two masses (11kg and 17kg) connected by a pulley, with additional forces applied.
  2. A multi-pulley system with blocks and varying tensions.

Example: In the first system, the acceleration is calculated as 2.1m/s² and the tension as 133.1N.

Highlight: The page introduces the concept of free body diagrams (FBDs) for analyzing forces in pulley systems.

The problems on this page require a deeper understanding of force analysis and the application of Newton's second law to multiple connected objects. Students are taught to consider the direction of acceleration for each mass and how it affects the tension in the connecting ropes.

Vocabulary: Hareketli makara özellikleri (properties of movable pulleys) include their ability to reduce the force needed to lift a load.

Dinamik ↓ M 15kg. + Fret = T She TT M₂-9-M₂ay = M₁ ax 9=2 FT = 7 Fuet М29 - м2 а = мла Fret = M-a Q= M M29 = M₁a+m₂ a Max = T Fret ax=94 Fre

Görüntüle

Page 3: Inclined Planes and Pulleys

This page combines the concepts of pulleys with inclined planes, introducing more complex problem-solving scenarios.

Definition: Basit makineler lise kaçıncı sınıf? (Which high school grade covers simple machines?) This topic is typically covered in 11th grade physics (11. sınıf fizik makaralar).

The page presents several advanced problems:

  1. A pulley system with masses of 10kg and 2kg, calculating acceleration.
  2. A pulley system on inclined planes at angles of 60° and 40°.
  3. A pulley system with a 100N weight and a 45° incline.

Example: In the first problem, the acceleration is calculated as 1.67m/s².

Highlight: The page emphasizes the importance of breaking forces into their x and y components when dealing with inclined planes.

These problems require students to apply trigonometry in addition to their knowledge of pulleys and Newton's laws. The concept of tension acting at different angles is introduced, adding complexity to the force analysis.

Vocabulary: LGS makara sorusu (pulley questions in the High School Entrance Exam) often involve similar concepts to those presented on this page.

The problems on this page prepare students for more advanced physics exams, such as the AYT fizik basit makineler (Advanced Placement Test physics simple machines) section.

Dinamik ↓ M 15kg. + Fret = T She TT M₂-9-M₂ay = M₁ ax 9=2 FT = 7 Fuet М29 - м2 а = мла Fret = M-a Q= M M29 = M₁a+m₂ a Max = T Fret ax=94 Fre

Görüntüle

Page 1: Dynamics of Pulley Systems

This page focuses on the dynamics of pulley systems and force calculations.

Definition: Makaralarda kuvvet kazancı (mechanical advantage in pulleys) is the ratio of output force to input force.

The page presents several examples of pulley systems with different configurations:

  1. A system with a 15kg mass and a 5kg mass connected by a pulley.
  2. A system with friction, involving masses of 12kg and 8kg.
  3. A system with a 5kg mass and a 20kg mass, including friction.

Example: For the first system, the acceleration is calculated as 2.45m/s² and the tension as 36.75N.

Highlight: The page emphasizes the importance of considering friction in real-world pulley problems, as demonstrated in the second and third examples.

Vocabulary: Sabit makara (fixed pulley) and hareketli makara (movable pulley) are two types of pulleys used in these systems.

The problems demonstrate the application of Newton's laws of motion and the concept of tension in ropes. Students are shown how to set up equations of motion for each mass in the system and solve them simultaneously.

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Knowunity, Apple tarafından büyük ilgi gördü ve Almanya, İtalya, Polonya, İsviçre ve Birleşik Krallık'ta eğitim kategorisinde sürekli olarak en üst sıralarda yer aldı. Hemen Knowunity'e katıl ve dünya çapında milyonlarca öğrenciyle yardımlaş.

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Fizik

Simple Pulleys: How to Use Formulas and Find Force Gain

user profile picture

incii

@catsandc0ffee_

·

451 Takipçiler

Takip Et

11.08.2024

95

 

11

 

Fizik

0

Dinamik ↓ M 15kg. + Fret = T She TT M₂-9-M₂ay = M₁ ax 9=2 FT = 7 Fuet М29 - м2 а = мла Fret = M-a Q= M M29 = M₁a+m₂ a Max = T Fret ax=94 Fre

Kayıt Ol

Kaydol ve binlerce ders notuna sınırsız erişim sağla. Ücretsiz!

Tüm belgeleri görebilirsin

Milyonlarca öğrenciye katıl

Notlarını Yükselt

Kaydolduğunda Hizmet Şartları ve Gizlilik Politikasını kabul etmiş olursun

Page 2: Advanced Pulley Systems

This page delves into more complex pulley systems and their analysis.

Definition: Basit makineler formülleri (simple machine formulas) are equations used to calculate forces and accelerations in mechanical systems.

The page presents two main examples:

  1. A system with two masses (11kg and 17kg) connected by a pulley, with additional forces applied.
  2. A multi-pulley system with blocks and varying tensions.

Example: In the first system, the acceleration is calculated as 2.1m/s² and the tension as 133.1N.

Highlight: The page introduces the concept of free body diagrams (FBDs) for analyzing forces in pulley systems.

The problems on this page require a deeper understanding of force analysis and the application of Newton's second law to multiple connected objects. Students are taught to consider the direction of acceleration for each mass and how it affects the tension in the connecting ropes.

Vocabulary: Hareketli makara özellikleri (properties of movable pulleys) include their ability to reduce the force needed to lift a load.

Dinamik ↓ M 15kg. + Fret = T She TT M₂-9-M₂ay = M₁ ax 9=2 FT = 7 Fuet М29 - м2 а = мла Fret = M-a Q= M M29 = M₁a+m₂ a Max = T Fret ax=94 Fre

Kayıt Ol

Kaydol ve binlerce ders notuna sınırsız erişim sağla. Ücretsiz!

Tüm belgeleri görebilirsin

Milyonlarca öğrenciye katıl

Notlarını Yükselt

Kaydolduğunda Hizmet Şartları ve Gizlilik Politikasını kabul etmiş olursun

Page 3: Inclined Planes and Pulleys

This page combines the concepts of pulleys with inclined planes, introducing more complex problem-solving scenarios.

Definition: Basit makineler lise kaçıncı sınıf? (Which high school grade covers simple machines?) This topic is typically covered in 11th grade physics (11. sınıf fizik makaralar).

The page presents several advanced problems:

  1. A pulley system with masses of 10kg and 2kg, calculating acceleration.
  2. A pulley system on inclined planes at angles of 60° and 40°.
  3. A pulley system with a 100N weight and a 45° incline.

Example: In the first problem, the acceleration is calculated as 1.67m/s².

Highlight: The page emphasizes the importance of breaking forces into their x and y components when dealing with inclined planes.

These problems require students to apply trigonometry in addition to their knowledge of pulleys and Newton's laws. The concept of tension acting at different angles is introduced, adding complexity to the force analysis.

Vocabulary: LGS makara sorusu (pulley questions in the High School Entrance Exam) often involve similar concepts to those presented on this page.

The problems on this page prepare students for more advanced physics exams, such as the AYT fizik basit makineler (Advanced Placement Test physics simple machines) section.

Dinamik ↓ M 15kg. + Fret = T She TT M₂-9-M₂ay = M₁ ax 9=2 FT = 7 Fuet М29 - м2 а = мла Fret = M-a Q= M M29 = M₁a+m₂ a Max = T Fret ax=94 Fre

Kayıt Ol

Kaydol ve binlerce ders notuna sınırsız erişim sağla. Ücretsiz!

Tüm belgeleri görebilirsin

Milyonlarca öğrenciye katıl

Notlarını Yükselt

Kaydolduğunda Hizmet Şartları ve Gizlilik Politikasını kabul etmiş olursun

Page 1: Dynamics of Pulley Systems

This page focuses on the dynamics of pulley systems and force calculations.

Definition: Makaralarda kuvvet kazancı (mechanical advantage in pulleys) is the ratio of output force to input force.

The page presents several examples of pulley systems with different configurations:

  1. A system with a 15kg mass and a 5kg mass connected by a pulley.
  2. A system with friction, involving masses of 12kg and 8kg.
  3. A system with a 5kg mass and a 20kg mass, including friction.

Example: For the first system, the acceleration is calculated as 2.45m/s² and the tension as 36.75N.

Highlight: The page emphasizes the importance of considering friction in real-world pulley problems, as demonstrated in the second and third examples.

Vocabulary: Sabit makara (fixed pulley) and hareketli makara (movable pulley) are two types of pulleys used in these systems.

The problems demonstrate the application of Newton's laws of motion and the concept of tension in ropes. Students are shown how to set up equations of motion for each mass in the system and solve them simultaneously.

Aradığını bulamıyor musun? Diğer derslere göz at.

Knowunity, beş Avrupa ülkesinde 1 numaralı eğitim uygulaması!

Knowunity, Apple tarafından büyük ilgi gördü ve Almanya, İtalya, Polonya, İsviçre ve Birleşik Krallık'ta eğitim kategorisinde sürekli olarak en üst sıralarda yer aldı. Hemen Knowunity'e katıl ve dünya çapında milyonlarca öğrenciyle yardımlaş.

Ranked #1 Education App

İndir

Google Play

İndir

App Store

Knowunity, beş Avrupa ülkesinde 1 numaralı eğitim uygulaması!

4.9+

Ortalama Uygulama Puanı

17 M

Öğrenci Knowunity kullanıyor

#1

Eğitim uygulamaları tablosunda 12 ülkede

950 K+

Öğrenci ders notlarını yükledi

Kararsız mısın? Bizi bir de dünyanın dört bir yanındaki kullanıcılarımızdan dinle!

iOS Kullanıcısı

Kesinlikle harika bir uygulama, resmen hayatımı kolaylaştırdı.

Stefan S, iOS Kullanıcısı

Uygulama çok basit ve iyi tasarlanmış. Şimdiye kadar aradığım her şeyi buldum

S., iOS Kullanıcısı

Ba-yıl-dım ❤️, çalışırken neredeyse her an kullanıyorum