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PHYS 101 SU Physics Particle Kinetics Rectangular Coordinates Essay

PHYS 101 SU Physics Particle Kinetics Rectangular Coordinates Essay

Question Description

I’m working on a physics project and need a sample draft to help me learn.

There are 14 sample topics below but you can omit some of them. I also have a copy of the book, so no external reference is needed but if you are using one or more, make sure to include proper citations.

Topics

Chapters of the book

Rectilinear motion of particles

12.1-12.2

Rectilinear motion of particles – piecewise continuous motion

12.3

Curvilinear motion – rectangular coordinates

12.4 – 12.6

Curvilinear motion – normal/tangential (path) coordinates

12.7

Curvilinear motion – cylindrical coordinates

12.8

Curvilinear motion – continued

Relative and dependent motion of particles

12.9 – 12.10

Particle kinetics: Rectangular coordinates

13.1 – 13.4

Particle kinetics: normal/tangential coordinates

13.5

Particle kinetics: cylindrical coordinates

13.6

Particle work and energy

14.1-14.3

Power, efficiency, and conservation of energy

14.4 – 14.6

Linear momentum and impulse

15.1-15.2

Conservation of momentum for systems of particles

15.3

Impact

15.4

“The moment of a force is the tendency for the force to cause rotation of a particle/rigid body about a given point in space. One of the key features here is that the moment of the force is dependent upon where we measure it from; the point in space that we calculate the moment. Mathematically, we calculate the moment of the force about a point A as MA=rA×FMA=rA×F , where MA is the moment of the force as a vector, F is the force vector, and rA is the position vector from A to any location along the line of action of the force. The above mathematical representation is in vector form and works in all situations. However, sometimes the scalar form of the equation is easier to work with: MA=rA?F?sin(?)MA=rA?F?sin?(?), where the moment, position vector are in scalar form and ?? is the angle between the position vector and force vector. (A visual drawing of this would really make this definition amazing)”

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