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jackoop
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hi everyone iam new here and i need help
in general plane motion when we applied this eq
aG=(angular acceleration)*r
in general plane motion when we applied this eq
aG=(angular acceleration)*r
We require to us the template in our homework section. It helps us as well as yourself to structure your question. Please provide some more context and explain the variables in your formula.jackoop said:hi everyone iam new here and i need help
in general plane motion when we applied this eq
aG=(angular acceleration)*r
General plane motion is a type of motion in which an object moves in a plane without any constraints or restrictions. In this type of motion, the object can move in any direction and its motion is not confined to a single straight line.
There are three main types of general plane motion: translation, rotation, and combination of translation and rotation. Translation refers to the motion of an object along a straight line. Rotation refers to the motion of an object around an axis. Combination of translation and rotation occurs when an object moves both linearly and rotates around an axis at the same time.
The equations of motion for general plane motion are derived from Newton's second law of motion, which states that the acceleration of an object is directly proportional to the net force acting on the object and inversely proportional to its mass. The equations are: F = ma for translation, τ = Iα for rotation, and F = ma and τ = Iα for combination of translation and rotation.
The motion of an object in general plane motion is described by its position, velocity, and acceleration vectors. These vectors can be represented graphically using diagrams such as displacement-time, velocity-time, and acceleration-time graphs. The direction of the vectors determines the direction of the object's motion.
Some examples of general plane motion in real life include a pendulum swinging back and forth, a car moving along a curved road, and a satellite orbiting around the Earth. These all involve a combination of translation and rotation, demonstrating the principles of general plane motion.