Chapter 5- Capacitance Flashcards

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1
Q

Capacitance equation

A

C= Q/V

Q= CV

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2
Q

What do capacitors do

A

They store charge

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3
Q

Unit of capacitors

A

Faraday

Tend to use faraday to the x10^-6
V small

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4
Q

On graph of V against Q what is the work done

A

Area under the straight line

W= Vaverage Q
= 1/2 Vmax Q

W= V🔺Q

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5
Q

Work equations with substitution

A

W= 1/2 VQ

= 1/2 CV^2

= 1/2 Q^2/C

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6
Q

Capacitor circuit symbol

A

-•| |•-

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7
Q

Capacitor uses

A

Under the keys of the computer or Mobile phone

Detects change in charge as capacitance changes slightly when moved closer together

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8
Q

What kind of growth/ change does capacitance follow

A

EXPONENTIAL

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9
Q

What is exponential decay

A

When something gets smaller by the same fraction or proportion in each EQUAL interval of time

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10
Q

How to make exponential graphs easier to work with

A

Take a log-Lin graph

If an exponential growth or decay then the graph is a straight line (just not through origin)

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11
Q

e is a number equal to

A

2.718

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12
Q

Exponential function is written

A

e^x

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13
Q

An exponential with time graph is written w equation….

A

Y= y0 e^-kt

k= 1/RC

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14
Q

The relationship for capacitance discharge states….

A

The less you have the more slowly you lose it

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15
Q

What is the time constant?

A

RC

The larger the time constant the longer the decay takes

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16
Q

Half life equation

A

t1/2= RC ln(2)

17
Q

What is the value of ln(2)

A

0.693

18
Q

A tangent drawn on the curve at t=0 will cut the time axis at

A

The value of RC

19
Q

All the ln graphs have a gradient of

A

-1/RC

20
Q

The area under the current time graph on a capacitor

A

Is the total initial charge in a capacitor that has been discharged

Can get area by approximating a triangle area using 1/2 x base x height