P8 Flashcards

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1
Q

Describe a scalar

A

a quantity with only magnitude (size) and no direction

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2
Q

Examples of scalar quantities

A
  • Distance
  • Mass
  • Time
  • Speed
  • Energy
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3
Q

Examples of vector quantities

A
  • Displacement
  • Velocity
  • Acceleration
  • Weight
  • Momentum
  • Force
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4
Q

What is a vector and how can they be represented

A
  • A quantity with both magnitude and direction
  • They can be represented by an arrow
  • The length of the arrow is the magnitude
  • The direction of the arrow is the direction of the vector
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5
Q

Examples of non-contact forces

A
  • Gravitational force
  • Electrostatic force
  • Magnetic force
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6
Q

What is a force

A

A push or a pull that acts on an object due to the interaction with another object. It is a vector quantity

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7
Q

Examples of contact forces

A
  • Tension
  • Friction
  • Air/water resistance
  • Normal contact force
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8
Q

Equation to calculate weight

A

W = mg
Weight = mass x gravitational field strength

units of weight are newtons

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9
Q

What is the centre of mass

A

The point of an object at which its weight is considered to act

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10
Q

Experiment to find the centre of mass of a piece of card

A
  • Put a hole in the card and suspend it on a clamp stand rod
  • Use a plumbline to draw the direction of the force
  • Repeat with different points
  • Where the lines meet is the centre of mass
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11
Q

Equation for work done

A
  • Worl=k done = force x distance
  • W = Fs
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12
Q

What is hookes law and the equation for it

A

The extension of a spring is directly proportional to the force applied giving the limit or proportionality is not exceeded

equation - Force = spring constant x extension (F = ke)

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13
Q

How many forces are needed to stretch, compress or bend an object

A
  • 2 for stretch and compress
  • 3 for bend
  • This means the forces are balanced
  • If they weren’t, the elastic object would move instead
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14
Q

Experiment for force on an spring

A
  • Set up a clamp stand with a weight on the bottom, a clamp and hang the spring from the clamp.
  • Set up another clamp and a boss to fix a metre ruler alongside the spring
  • Record the ruler reading tht is with the bottom of the spring and this is the intial length
  • Hang a 1N weight onto the bottom of the spring and record the springs new length
  • Calcualte the extension by doing extension = new length - intitial length
  • Add further weights increasing by 1N each time
  • For each new force/weight, find the new length of the spring and calculate the extension
  • Plot a graph with changing extension and weight
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15
Q

What is deformation and what are the two types

A
  • Deformation is a change in the shape of an object. More than one force is applied so it changes shape instead of moving
  • The two types are elastic and inelastic deformation
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16
Q

What is the resultant force

A

A single force that has the same effect as all the original forces acting together

17
Q

What is a moment

A

The turning effect of a force around a pivot

18
Q

How are moments used in real life

A
  • Wheelbarrows
  • See-saws
  • Crowbars
  • Cranes
19
Q

Equation to find the moment

A
  • Moment (Nm) = Force (N) x Distance (m)
  • M = fd
20
Q

What can we say about the moments if an object is balanced

A

The sum of the anti-clockwise moments equals the sumn of the clockwise moments

21
Q

Why does an object topple over

A
  • The line of action from the centre of mass (the weight) is outside the base
  • There is an unbalanced (resultant) moment acting on the block
  • The object then topples
22
Q

What do levers do to the turning effect of the force

A
  • Transmit it to the other side of the pivot
  • They are force multipliers so allow a froce to be applied further from the pivot
23
Q

Defenition of inelastic deformation

A

Where an object is stretched of compressed and it doesn’t go back to its original shape once the forces have been removed