Higher Physics - Dynamic Universe (Forces, Energy and Power + Collisions, Explosions and Impulse)

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17 Terms

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Force Equation

F = ma where:

F = Force

m = Mass

a = Acceleration

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Weight

Downward force on an object due to gravity, can be calculated with W=mg where:

W = weight

m = Mass

g = Gravity

Note: Gravity always 9.8ms-2 unless stated otherwise in question

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Weight Component Down Slope

To find component down a slope (parallel to direction of slope) use w=mg sinθ where:

  • w = Weight

  • m = Mass

  • g = Gravity

  • θ = Angle of slope

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Weight Component 90° to Slope

To find component 90° to a slope (perpendicular to direction of slope) use w=mg cosθ where:

  • w = Weight

  • m = Mass

  • g = Gravity

  • θ = Angle of slope

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Different Types of Force

  • Friction - Opposes motion, created by surfaces rubbing together

  • Air resistance/drag - Force opposing motion as an object moves through air

  • Tension - Pulling force of an object like rope, cable etc.

  • Reaction - Force from contact of surface, always perpendicular (90°) to surface

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Terminal Velocity

When forces on an object are balanced while in motion (force of motion and force opposing motion are equal)

<p>When forces on an object are balanced while in motion (force of motion and force opposing motion are equal)</p>
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Conservation of Energy

  • Energy cannot be created or destroyed

  • Can only be converted between forms

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Kinetic Energy Formula

Kinetic energy can be calculated through Ek = ½ mv2 where:

  • Ek = Kinetic Energy

  • m = Mass

  • v = Velocity

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Potential Energy

Potential Energy can be calculated with Ep = mgh where:

  • Ep = Potential Energy

  • m = Mass

  • g = Gravity

  • h = Height

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Work Energy

Work Energy can be calculated by Ew = fd where:

  • Ew = Work Energy

  • f = Force

  • d = Distance

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Power

Rate at which energy is transferred, measured in watts (W) and can be calculated through the equation P = E/t where:

  • P = Power

  • E = Energy

  • t = Time

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Momentum

Vector quantity measured in kgms-1, product of mass and velocity and calculated through the equation p=mv where:

  • p = Momentum

  • m = Mass

  • v = Velocity

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Conservation of Momentum

During collision/explosion, total momentum before = total momentum after

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Elastic Collisions

Both momentum and kinetic energy are conserved

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Inelastic Collisions

Momentum is conserved, but kinetic energy is not (lost as heat)

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Impulse

Impulse is the force exerted on an object over a period of time (Ft), and is equal to the change of momentum to an object, therefore can be calculated through the equation Ft = mv - mu where:

  • F = Force

  • t = Time

  • m = Mass

  • v = Final Velocity

  • u = Initial Velocity

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Impulse Rules

  • Longer contact time/smaller force = less impulse

  • During collision between two objects impulses are equal in size but opposite in direction