chemical engineering calculations Flashcards

(33 cards)

1
Q

general expression of a characteristic of measurement

A

dimensions

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2
Q

example of dimensions

A

length, time, mass, temperature

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3
Q

means of explicitly expressing the dimensions

A

units

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4
Q

examples of units

A

feet, cm, hours, seconds

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5
Q

what is an event that shows how important conversion is

A

a first officer had confused 1,500 meters (4,900 ft) with 1500 ft (460 meters), causing the pilot to make the wrong decision to descend because of the confusion with the altitude

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6
Q

most commonly adopted system of units

A

SI (Le Système Internationale d’Unités)

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7
Q

it uses a factor of 10 to convert one unit to another

A

SI

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8
Q

what is the other name for the American engineering system in the system of units

A

English or imperial system

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9
Q

much harder to convert one unit to another if we use this system

A

American engineering system

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10
Q

it can be measured independently and is sufficient to describe most quantities

A

fundamental dimensions/units

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11
Q

formed by combining the fundamental units through multiplication, division, or other mathematical operations

A

derived dimensions/units

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12
Q

system of units

A
  • SI
  • American Engineering System
  • centimeter-gram-second (cgs) system of units
  • foot-pound mass-second (fps) system of units
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13
Q

importance of attaching units

A
  • diminish the possibility of errors in calculations
  • reduce intermediate calculations and time in problem-solving
  • have a logical approach to the problem rather than remembering a formula and substituting numbers into it
  • have an easy interpretation of the physical meaning of the numbers you use
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14
Q

the process of changing a measurement from one unit of measurement to another while maintaining the same quantity or value

A

unit conversion

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15
Q

method used to analyze the relationship between physical quantities

A

dimensional analysis

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16
Q

method used to derive formulas, check the correctness of equations, and convert units by using their dimensions

A

dimensional analysis

17
Q

ensures that all terms in an equation have the same dimensions, making the equation physically meaningful

A

dimensional consistency/homogeneity

18
Q

steps in dimensional analysis

A
  • identify dimensions
  • check for homogeneity
  • derive equations
19
Q

a way of expressing numbers that are very large or very small in a concise and standardized format

A

scientific notation

20
Q

usually expressed as a product of a number and a power of 10

A

scientific notation

21
Q

general form of scientific notation

22
Q

what is M in the general form of scientific notation

A

decimal number (mantissa) where -10<M<= -1 or 1=>M>10

23
Q

what is n in 10^n in the general form of the scientific notation

A

exponent (must always be an integer)

24
Q

for a very large number, the exponent is

25
for a very small number, the exponent is
negative
26
it refers to the digits in a number that are meaningful in expressing its precision
significant figures
27
includes all the certain digits and the first uncertain digit in a meaurement
significant figures
28
conveys the level of accuracy and reliability in a measurement or calculation
significant figures
29
rules of significant figures
- non-zero digits are significant - zeros between non-zero digits are significant - zeros before the first non-zero digit are not significant; they only serve to locate the decimal point - zeros after the decimal point at the end of a nonzero digits are significant - trailing zeros in a whole number may or may not be significant
30
31
importance of significant figures
- reflect measurement precision - avoid overstating accuracy - maintain consistency in calculations
32
in the multiplication or division operations in significant figures, the result should have the same number of significant figures as the factor with the
fewest significant figures
33
in the addition or subtraction operations in significant figures, the result should have the same number of decimal places as the term with the
fewest decimal places