Further Mechanics Flashcards

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1
Q

What is centripetal acceleration?

A

The force the circling object receives

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2
Q

What formula is used for centripetal acceleration?

A

F=ma, and variants of this

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3
Q

What does the sum of the forces for downwards vertical centripetal motion equal?

A

mV^2/r = mg + Rt

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4
Q

What does the sum of the forces for upwards vertical centripetal motion equal?

A

mV^2/r = Rb - mg

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5
Q

What is the method for deriving centripetal acceleration?

A
  1. Draw the diagram
  2. Look at the vertical and horizontal components separately
  3. Arrange the equation to linear velocity
  4. Put equation 2 into equation 1
  5. Sin(theta) = theta for small angles
  6. cancel down into centripetal acceleration equation using v=r(omega)
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6
Q

What is linear velocity?

A

The rate of change of displacement

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7
Q

What is angular velocity?

A

The angle to which the point on this circle turns in one second

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8
Q

What is the equation for linear velocity?

A

V = (omega)r, which can become 2(pie)r/T

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9
Q

What is the equation for angular velocity?

A

either (omega) = 2(pie)/T or (omega) = 2(pie)f

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10
Q

What does non-relativistic mean?

A

This means under the speed of light

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11
Q

What is the area under a force time graph?

A

Momentum

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12
Q

What is the equation for impulse?

A

P=Ft

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13
Q

What does elastic mean?

A

That all energy is conserved

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14
Q

What is the method for working out momentum in 2D?

A
  1. Resolve all the vectors into horizontal and vertical components
  2. Momentum must be conserved in every direction
  3. Use Pythagoras to find new resultant vector
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