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Conceptual Dynamics Part II: Kinematics Chapter 2
Kinematics of Particles Rectilinear Motion Solving Rectilinear Problems
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Solving Rectilinear Problems
Most rectilinear problems can be solved using the following defining relationships. Used to solve problems in the forward direction: s → v → a
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Solving Rectilinear Problems
If you need to solve problems in the reverse direction: a → v → s
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Solving Rectilinear Problems
Constant acceleration equations
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Example 2.2-1 Given: Position s(t) Find: Velocity v(t) Equation?:
Answer:
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Example 2.2-1 Given: Position s(t) Find: Velocity v(t) Equation?:
Answer:
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Example 2.2-1 Given: Velocity v(t) Find: Position s(t) Equation?:
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Example 2.2-1 Given: Velocity v(t) Find: Position s(t) Equation?:
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Example 2.2-1 Given: Acceleration a(t) Find: Velocity v(t) Equation?:
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Example 2.2-1 Given: Acceleration a(t) Find: Velocity v(t) Equation?:
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Example 2.2-1 Given: Position s(t) Find: Acceleration a(t) Equation?:
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Example 2.2-1 Given: Position s(t) Find: Acceleration a(t) Equation?:
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Example 2.2-1 Given: Acceleration a(s) Find: Velocity v(s) Equation?:
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Example 2.2-1 Given: Acceleration a(s) Find: Velocity v(s) Equation?:
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Example 2.2-1 Given: Velocity v(s) Find: Position s(t) Equation?:
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Example 2.2-1 Given: Velocity v(s) Find: Position s(t) Equation?:
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EP2.2-2 (Video) EP2.2-3 (Video) EP2.2-4
Examples Problems EP2.2-2 (Video) EP2.2-3 (Video) EP2.2-4
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