What types of forces alter an object??
A pair of equal and opposite forces.
Why do you need to equal and opposite forces to alter an object??
Because otherwise you’d just move the object.
When you’re sitting on a chair, you’re compressing it. What are the two forces in action??
- Your weight
- The normal reaction from the ground
What are forces that produce extension called??
Tensile forces.
What are forces that shorten or compress an object called??
Compressive forces.
What are tensile forces??
Forces that produce extension.
What are compressive forces??
Forces that compress or shorten an object.
What does this photo show??
Apparatus used to measure the extension of a spring.
What does this graph represent??
Hooke’s Law.
What is on the y-axis??
The force.
What is on the x-axis??
The extension.
What is the point at which a spring will become deformed called??
The elastic limit.
What is a non-lasting deformation called??
Elastic deformation.
What is a permanent deformation called??
Plastic deformation.
Why are elastic deformation and plastic deformation different??
Plastic deformation causes structural changes.
What is Hooke’s Law??
While the elastic limit of the spring is not exceeded, the extension of a spring is directly proportional to the force applied.
What is the formula for Hooke’s Law??
$$ F = kx $$
What does $k$ represent in the formula for Hooke’s Law, $F = kx$??
The force constant.
What does $x$ represent in the formula for Hooke’s Law, $F = kx$??
The extension.
Simply put, what does the force constant $k$ represent in Hooke’s Law??
The stiffness of the spring.
How will a spring with a large force constant feel??
Difficult to extend.
If you have a force-extension graph, what does the gradient tell you??
The force constant of the spring.
2021-09-19
Is it harder to extend springs to the same extension in series or parallel??
Parallel
What is the effective spring constant $k_T$ for two springs connected in SERIES with $k_1$ and $k_2$??
$$ \frac{1}{k_T} = \frac{1}{k_1} + \frac{1}{k_2} $$
What is the effective spring constant $k_T$ for two springs connected in PARALLEL with $k_1$ and $k_2$??
$$ k_T = k_1 + k_2 $$
Why is it harder to stretch two springs in parallel vs one spring to the same extension??
Because each spring in parallel only gets half the force.
Why is it easier to stretch two springs in series vs one spring to the same extension??
Because each spring in series gets the the same force.
How do the springs in series and parallel formulas compare to the resistors in serires and parallel formulas??
They are opposite ways round.
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date: 2020-11-16 15:29
tags:
- '@?physics'
- '@?public'
- '@?materials'
- '@?year-1'
- '@?school'
title: Physics - Hooke's Law