
EF CH 13: Energy and Power01
Presentation
•
Other
•
12th Grade
•
Practice Problem
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Easy
Jennifer Bertke
Used 3+ times
FREE Resource
11 Slides • 11 Questions
1
2
Open Ended
Why do we care about energy in engineering?
3
We need energy to
build shelters and other structures
make products
process and cultivate food
heat or cool buildings and other things
move or lift objects
4
-Tesla didn't deliver
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Energy is the ability to do work.
available in various forms:
kinetic
potential
elastic
thermal
6
Energy of motion
Kinetic Energy = 1/2 mass x velocity 2
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Mechanical work performed on an object changes its kinetic energy.
Work = 1/2 mass x velocity2 - 1/2 mass x velocity2
at the end initially
8
Multiple Choice
Based on what we have discussed so far, larger objects going at the same speed will
be easier to stop
have higher kinetic energy
have lower kinetic energy
9
Multiple Choice
Smaller changes in velocity (with the same object) will result in
larger amounts of work
smaller amounts of work
no work
snails
10
Multiple Choice
To minimize the work required, which of the following should you do?
keep the change in velocity as small as possible for similarly weighing objects
grow the change in velocity as much as possible for similarly weighing objects
use as heavy an object as you can find
Increase the number of objects being weighed
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Energy of position, work required
to lift an object, it's the energy to overcome gravity
change in potential energy = mass x gravity x change in height
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Multiple Choice
How does a greater change in height affect potential energy?
it increases the potential energy
it decreases the potential energy
it is unrelated
13
Multiple Choice
Based on our formula for potential energy, to increase the potential energy of a situation, you should always
minimize the change in height
minimize the mass of the object lifted
maximize the change in height
Increase the force applied to the object
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When a spring is stretched or compressed from its unstretched position, elastic energy is stored in the spring
Energy will be released when the spring is allowed to return to its unstretched position
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Elastic energy =
1/2 spring constant x distance stretched2
the spring constant for a specific spring is based
on a comparison of how force causes the
spring to move, or how stiff it is
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Multiple Choice
The spring constant
is 9.81 m/s2
varies depending on the stiffness of the spring
does not affect elastic energy of a spring
is equal to the speed of light
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is transferred whenever there exists a temperature difference within an object, between two bodies, or between a body and its surroundings
heat flows from high to low temperature
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Three modes of heat transfer
Conduction
Convection
Radiation
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Multiple Choice
Thermal energy transfer occurs when
When two objects come into contact and exchange backwards momentum
cold transfers from a low temperature region to a high temperature region
heat transfers from a high temperature region to a lowtemperature region
When an object is exposed to a magnetic field
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Multiple Choice
Thermal energy along the handle of a pot on a burner is most like
conduction
convection
reflection
radiation
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Multiple Choice
Thermal energy inside a boiling pot of water on a burner is most like
conduction
convection
reflection
radiation
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Match
Match the following equations to their type of energy:
kinetic energy
change in potential energy
elastic energy
1/2 mass x velocity2
mass x gravity x change in height
1/2 spring constant x distance stretched 2
1/2 mass x velocity2
mass x gravity x change in height
1/2 spring constant x distance stretched 2
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