Required Practicals - Stretching a Spring Flashcards

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1
Q

What is the goal of the spring stretching practical?

A

To see what happens when we apply a force to a spring.

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2
Q

What is the equipment for the stretching of a spring practical?

A

Two bosses
Two clamps
Clamp stand

Place a heavy weight on the clamp stand to prevent it from falling over.

Attach a metre rule and a spring to the clamp.
The top of the spring must be at the zero point on the metre rule and vertical.

The bottom of the spring has a wooden splint attached, a pointer.

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3
Q

Why must the metre rule be vertical?

A

To ensure readings are not inaccurate.

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4
Q

Why must the pointer be horizontal?

A

Otherwise, the readings would be inaccurate.

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5
Q

How do we find the unstretched length?

A

Read the position of the pointer on the metre rule at the beginning.

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6
Q

What do we hang on the spring at first?

A

A 1N weight.

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7
Q

What do we do after placing a 1N weight on the spring?

A

Record the position of the pointer on the metre rule.

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8
Q

How do we repeat the experiment?

A

Continue adding 1N weights to the spring and record the different positions of the pointer on the metre rule.

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9
Q

How do we calculate the extension produced by adding each weight?

A

Subtract the length of the unstretched spring from each reading.

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10
Q

How do we figure out the weight of an object with extension and weight?

A

Measure the extension of the spring when it is placed in the apparatus.

Read the weight of the stone from the extension/weight graph.

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11
Q

What is the extension/weight graph like?

A

A straight line going through the origin.

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12
Q

What is the relationship between extension and weight?

A

Extension is directly proportional to the weight.

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13
Q

Why is there a linear relationship between force and extension?

A

There is a straight line graph between the two.

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14
Q

Why is the spring elastic?

A

If we remove the weight, the extension returns to zero.

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15
Q

What happens if we add too much weight to the spring?

A

The graph becomes non-linear.

We have inelastically deformed it as we have exceeded the limit of proportionality by overstretching it.

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16
Q

How do you calculate force required to extend a spring?

A

Force = spring constant x extension
F = k x e

17
Q

How do find spring constant from the graph?

A

Divide force by extension.

18
Q
A