M5.3 Oscilations Flashcards

1
Q

define simple harmonic motion

A

is a description of motion when displacement is propotional to negative acceleration

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2
Q

At maximum displacement what are acceleration and decelerations

A

velocity is 0
acceleration is minimum in the negatives

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3
Q

define angular velocity/frequency

A

the amount of radians traveled per second
were the object has returned to its original location being 2 pi radians

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4
Q

wht happens to energy in harmonic motion

A

total energy remains constant
KE peak at 0 displacement
and at maximum displacement elastic or gravitational potential energy is max

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5
Q

define free oscillations

A

free oscilations have no external forces
not affected by friction

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6
Q

how is period and frequency fixed in SHM

A

because when greater final velocity increases as dislpacement increases

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7
Q

define resonance

A

a driving force at the same frequency as the oscilations

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8
Q

what does the graph of resonance look like

A

very high peak when frequency is equal to the oscilations. Quickly drops after

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9
Q

when is resonance used in real life

A

microwaves resonant the frequency of water molecules
MRI scans resonating emitting radio waves

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10
Q

what is damping

A

taking energy out of the system to reduce amplitude

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11
Q

what is exponential decay

A

reducing by a fixed proportion each time
half life

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11
Q

what can dampen an oscilation

A

air resistance
friction
water resistance

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12
Q

why must a damping force must have the same frequency as the objects natural frequency

A

To remove the most energy from the system when the driven force has a similar freuqency of the object

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13
Q

How to investigate SHM of a horizontal ball and spring system

A

Use a stroboscope to take pictures at set time intervals with a scale close to the system (ruler)

make sure camera is 90 degrees to the oscillation

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14
Q

provided v (max) is constant explain how maximum acceleration varies with frequency

A

a (max) = (2(pi)f)^2A
v (max) = 2(pi)f * A
a = 2(pi) f
v (maxes)
as v (max) is constant a(max) is proportional to f

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15
Q

two masses connected by a spring
explain the difference in amplitude using newtons law

A

N2 - F1 = m1a1 and F2 = m2a2
N3 - F1 = F2
amax = k xmax
so m proportional to 1/A
m2/m1 = A1/A2