13.3 electromotive force and internal resistance Flashcards

1
Q

what is the internal resistance of a source of electricity due to

A

opposition to the flow of change through the source

this causes electrical energy produced by the source to be dissipated inside the source when charge flows through it

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2
Q

what is the electromotive force (e) of a source

A

the electrical energy per unit charge produced by the source

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3
Q

electromotive force equation

A

e = E/Q

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4
Q

the pd across the terminals of a source is the

A

electrical energy per unit charge delivered by the source when it is in a circuit

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5
Q

why is the terminal pd less than the emf whenever current passes through the source

A

due to the internal resistance of the source

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6
Q

defintion for the internal resiatcne of a source

A

the loss of pd per unit current in the source when current passes through the source

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7
Q

how may internal resistance of a source be shown in a circuit diagram

A

with a resistor laybelled internal resistance in series with the source

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8
Q

how would you find the current of an emf with internal resistance r and an external resistor with resistance R

A

I = e/ r+R

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9
Q

how do you work out a cells emf

A

e = IR+Ir

the terminal pd + the wasted pd

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10
Q

what is the lost pd inside the cell (the pd across the internal resistance of the cell) equal to

A

the difference between the cells emf and the pd across its terminals

the lost pd is the energy per coulomb charge dissipated/ wasted inside the cell due to its internal resistance

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11
Q

power supplied by a cell =

A

ie = I^2R +I^2r

the power delivered to R + the power wasted in the cell due to its internal resistance

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12
Q

the power delivered to R =

A

I^2 R = e^2/ (R+r)^2. R

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13
Q

what is a load

A

a component that consumes electrical energy to perform work e.g to produce light

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14
Q

when is the maximum power delivered to a load

A

when the load resistance is equal to the internal resistance of the source

the load is then said to be matched to the source

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15
Q

how can the potential difference across the terminals of a cell when it is in a circuit be measured

A

connecting a high resistance voltmeter directly across the terminals of the cell

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16
Q

what can a current be adjusted by

A

a variable resistor

17
Q

what does a fixed resistor such as a lamp do

A

limits the maximum current that can pass through the cell

18
Q

what is an ammeter used ro measure

A

the cell current

19
Q

what does a graph of terminal pd against current for a given cell show

A

as the terminal pd decreases the current increase

this is because lost potential difference increases as current increase

20
Q

what is terminal pd

A

voltage measured across the terminals of a components in a circuit

sum of pd

21
Q

when is terminal pd equal to the cells emf

A

when there is zero current

this is because the lost pd is zero with a zero current

22
Q

why is the graph terminal pd against current for a given cell have a straight line with a negative gradient

A

by rearranging e = IR + Ir to become
IR = e - Ir

because IR represents terminal pd

V = e - Ir

23
Q

comparison of V = e - Ir to y =mx+c

A

V is on the y axis against I on the x axis
giving a straight line with the gradient -r and a Y intercept of e

24
Q

what does the change over the y axis re[present in this graph

A

the lost potential difference

25
Q

what does the gradient of this graph represent

A

lost voltage / change in current = internal resistance (r)

26
Q

when can internal resistance and the emf of the cell be calculated

A

if the terminal pd is known for 2 different values of current

27
Q

current 1 =

A

terminal pd 1 = e - I1r

28
Q

curent 2 =

A

terminal pd 2 = e -I2r

29
Q

subtract the 2 equations to get

A

r = v1 - v2 / I2 - I1

therefore r can be calculated and then subbed back into the equation to find e