Exploring Rotational Angular Values: A Free Body Diagram Analysis

Thread starter Alexis2020
Start date Dec 13, 2019
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Angular Rotational

In summary, rotational angular values, also known as angular displacement, refer to the change in position or orientation of an object around a fixed point, typically measured in degrees or radians. They can be calculated by taking the difference between the initial and final position of an object and converting it into degrees or radians. Rotational angular values are different from linear angular values, as they refer to the change in orientation or position around a fixed point while linear angular values refer to the change in position in a straight line. Angular velocity is closely related to rotational angular values, as it measures the rate of change of rotational angular values over time. In real-world applications, rotational angular values are used in various fields, such as engineering, physics, and astronomy, to

Dec 13, 2019

Alexis2020

Homework Statement: I did the first part, for tension added part is confusing

Relevant Equations: Tension acces of 8.5N, Maximun value for angular acceleration

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Dec 13, 2019

haruspex

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There are two questions in the image, and I am really not sure which you are asking about. The second part of the second question is missing in the image.
Also, the image is hard to read. You need to take a closer shot.

Edit... I think it is the first question. If so, please post a free body diagram.
But then the thread title makes no sense.

Related to Exploring Rotational Angular Values: A Free Body Diagram Analysis

1. What are rotational angular values?

Rotational angular values are measurements that describe the rotation of an object. They are typically represented in units of radians or degrees and can be used to calculate the angle of rotation, angular velocity, and angular acceleration of an object.

2. How are rotational angular values different from linear values?

Rotational angular values are specific to rotation, while linear values are specific to linear motion. Rotational values are used to describe how an object turns or spins, while linear values describe how an object moves in a straight line.

3. What is the relationship between rotational angular values and time?

The relationship between rotational angular values and time is similar to the relationship between linear values and time. The change in rotational angular values over time is known as angular velocity, and the change in angular velocity over time is known as angular acceleration.

4. How are rotational angular values measured?

Rotational angular values can be measured using a variety of instruments, such as protractors or specialized rotational motion sensors. These instruments typically measure the angle of rotation in degrees or radians.

5. What are some real-world applications of rotational angular values?

Rotational angular values are used in many fields, such as physics, engineering, and astronomy. They are crucial for understanding the motion of objects in space, the design of machines and vehicles, and the analysis of sports movements, among other things.