Chapter 2: Work and Energy Flashcards

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1
Q

energy

A

system’s ability to do work, to make something happen

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2
Q

units if kinetic energy

A

joules (J)

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3
Q

kinetic energy

A

K = 1/2 m v^2

it is related to speed, not velocity. An object has the same kinetic energy regardless of the direction of its velocity vector

if the speed doubles, the kineti energy will quadruple

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4
Q

potential energy

A

there is potential to work, the most common are grvatational potential energy and elastic potential energy

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5
Q

gravitational potential energy

A

U = mgh

U = potential energy
m = mass in kilograms
g = acceleration due to gravity

objects position with respect to some level identified as the datum (ground)

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6
Q

elastic potential energy

A

U = 1/2 k x^2

U = potential energy
k = spring constant
x = magnitude of displacement from equilibrium

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7
Q

total mechanical energy

A

E = U + K

E = total mechanical energy
U = potential energy
K = kineitc energy

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8
Q

conservation of mechanical energy

A

ΔE = ΔU + ΔK

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8
Q

first law of thermodynamic

A

energy is never created ir destroyed, it is transfered from one to the other

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9
Q

Conservative forces

A

those that are path independent and do not dissipate energy
examples: gravity and electrostatic forces

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10
Q

nonconservative forces

A

W nonconservative = ΔE = ΔU + ΔK

W nonconservative is the work done by the nonconservative forces only. It will be exactly equal to the amount of energy “lost” from the system

Example: air resistance

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10
Q

work formula

A

W = F . d = Fd cosθ

d = magnitude of the displcement through which the force is applied
θ = angle between the applied force vetor and the displacement vector

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10
Q

work

A

work is the measurement of energy transfer. The other form of energy transfer is heat

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11
Q

pressure-volume (P-V) curve

A

the work can be determined by finding the area enclosed by the corresponding pressure-volume curve

when the volume stays contant (isovolumetric) then no work is done because there is no area to calculate

when the pressure if constant (isobaric process), we can calculate work using W=PΔV

when neither volume or pressure is constant then the region I in the graph can be calculated using

       A1 = 1/2 ΔVΔP

and area 2 can be calculates using:

             AII = P2ΔV

the total work done is:

W= AI + AII

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12
Q

power unit

A

watt (W) or J/s

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13
Q

power equation

A

P = W / t = ΔE / t

14
Q

work-energy theorem

A

the net work done by forces acting on an object will result in an equal chenge in the objec’s kinetic energy.

If one calculates the change in kinetic energy experienced by an object, then the net work on or by the object is the same

15
Q

work-energy theorem equation

A

Wnet = ΔK = Kf -Ki

16
Q

simple machines

A

designed to provide mechanical advantage: wedge, wheel and axle, lever, pulley, and screw

17
Q

mechanical advantages

A

force exerted on an object by a simple machine (Fout) to the force actually applied on the simple machine (Fin)

mechanical advatage = Fout / Fin

18
Q

cosθ when θ = 0

A

= 1

18
Q

what is the load?

A

the weight

19
Q

what is the effort?

A

only half the force is required to lift the crate

20
Q

pulleys

A

to lift an object to a certain height in the air (the load distance), one must pull through a lenght of rope (the effort distance) equal to twice thar displacement

21
Q

when considering simple machines

A

load and effort are both forces. The load determines the necessary output force. From the output force and mechanical advantages, we can determine the necessary input force.

21
Q

efficiency

A

efficiency = Wout/Win = (load)(load distance) / (effort)(effort distance)

it is often expressed as a percentage by multiplying the efficiency ratio by 100 percent.