4.1 Forces, Density, Pressure Flashcards

1
Q

Force

A

Rate of change of momentum

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2
Q

Density

A

Mass per unit of volume of a substance

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3
Q

Pressure

A

Force per unit area

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4
Q

Finding resultant (nose to tail)

A
  • By accurate scale drawing
  • Using trigonometry
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5
Q

Forces on masses in gravitational fields

A

A region of space in which a mass experiences an (attractive) force due to the presence of another mass.

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6
Q

Forces on charge in electric fields

A

A region of space where a charge experiences an (attractive or repulsive) force due to the presence of another charge

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7
Q

Upthrust

A

An upward force exerted by a fluid on a submerged or floating object

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8
Q

Origin of Upthrust

A
  • Pressure on Bottom Surface > Pressure on Top Surface
  • ∴ Force on Bottom Surface > Force on Top Surface
  • ⇒ Resultant force upwards
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9
Q

Frictional force

A
  • Force that arises when two surfaces rub
  • Always opposes relative or attempted motion
  • Always acts along a surface
  • Value varies up to a maximum value
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10
Q

Viscous forces

A
  • A force that opposes the motion of an object in a fluid
  • Only exists when there is motion.
  • Its magnitude increases with the speed of the object
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11
Q

Centre of gravity

A

Point through which the entire weight of the object may be considered to act

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12
Q

Couple

A

A pair of forces which produce rotation only

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13
Q

To form a couple

A
  • Equal in magnitude
  • Parallel but in opposite directions
  • Separated by a distance dd
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14
Q

Moment of a Force

A
  • Product of the force and the perpendicular distance of its line of action to the pivot
  • Moment = Force × ⊥Distance from Pivot
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15
Q

Torque of a Couple

A
  • The product of one of the forces of the couple and the perpendicular distance between the lines of action of the forces.
  • Torque = Force × ⊥Distance between Forces
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16
Q

Conditions for Equilibrium

A
  • Resultant force acting on it in any direction equals zero
  • Resultant torque about any point is zero.
17
Q

Principle of Moments

A

For a body to be in equilibrium, the sum of all the anticlockwise moments about any point must be equal to the sum of all the clockwise moments about that same point.