Working as a physicist Flashcards

1
Q

terra

A

(T) x10^12 (a thousand billion)

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2
Q

Giga

A

(G) x10^9 (a billion)

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3
Q

Mega

A

(M) x10^6 (a million)

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4
Q

Kilo

A

(k) x10^3 (a thousand)

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5
Q

milli

A

(m) x10^-3 (a thousandth)

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6
Q

micro

A

(u) x10^-6 (a millionth)

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7
Q

nano

A

(n) x10^-9 (a billionth)

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8
Q

pico

A

(p) x10^-12 ( a thousand billionth)

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9
Q

femto

A

(f) x10^-15

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10
Q

Area of rectangle

A

base x height (m^2)

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11
Q

area of square

A

base x height

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12
Q

circle

A

pi x radius^2

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13
Q

Volume of a cuboid

A

base x height x depth (m^3)

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14
Q

volume of cylinder

A

height x (pi x radius^2)

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15
Q

volume of a sphere

A

4/3 x pi x radius^3

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16
Q

definition of resolution

A

the smallest measuring interval and the source of uncertainty in a single reading

17
Q

uncertainty in measurements?

A
  • physical quantities cannot be measured exactly with any instrument
    -there is always an uncertainty in the reading
    -this is quoted as a plus or minus reading
    _
    +1mm on a meter ruler
    _
    + 20mv on a digital voltmeter
18
Q

what are the two types of uncertainty

A

systematic error
random error

19
Q

what is systematic error?

A

a fault with the equipment
these errors are usually in one direction and can be compensated for

20
Q

what is random error?

A

usually due to human error in taking readings
these are always given as plus or minus uncertainties

21
Q

definition of uncertainty

A

the interval within the true value can be considered to lie with a given level of confidence or probability. All measurements will have some uncertainty about the result , this will come from the variation in the data obtained and be subject to systematic or random effects. This can be estimated by considering the instruments and the method.

22
Q

definition of error

A

the difference between the measurement result and the true value if a true value is thought to exist. This is not a mistake in the measurement. the error can be due to both systematic and random effects and an error of unknown size is a source of uncertainty.

23
Q

what is the absolute uncertainty

A

the absolute value for an uncertainty has to be estimated
- metre ruler has an absolute uncertainty of +- 0.5mm
- use half of the resolution

24
Q

how to calculate absolute uncertainty

A
  • half the resolution
  • if there’s more than one result then you get the range of the results and half of it for the uncertainty and use mean for reading
25
what is the percentage uncertainty
the uncertainty of a reading as a percentage of the actual reading taken percentage uncertainty= +- absolute uncertainty/actual reading x 100