3.1.1 A section dedicated to the subject of units is included in this document because it
is critically important to use a consistent set of units for dynamic analysis. This
is one of the most common errors that will be found when reviewing the initial
results of a dynamic analysis.
3.1.2 Whereas the distinction between mass and weight (force due to gravity acting upon
mass) is not important for stress analysis, it is important for dynamic analysis. In
fact, for stress analysis, mass is not required to be specified at all unless
gravity is to be applied; otherwise all loads including weight can be described as
static forces. For dynamic analysis, static forces are not directly recognised, and
mass should be specified within a consistent system of units.
3.1.3 Five consistent sets of units are shown in Table 1.3.1 Five examples of consistent sets of units. Using these will ensure the
avoidance of errors in a dynamic analysis emanating from units. The first set is, of
course, the SI system, which is the one that is most commonly employed.
Table 1.3.1 Five examples of consistent sets of units
|
Force
|
Mass
|
Length
|
Time
|
Modulus
|
Density
|
1
|
Newton
|
kilogram
|
metre
|
second
|
Newton/ metre2
|
kilogram/
metre3
|
2
|
Newton
|
tonne
|
millimetre
|
second
|
Newton/
millimetre2
|
tonne/
millimetre3
|
3
|
MegaNewton
|
kilotonne
|
metre
|
second
|
MegaNewton/
metre2
|
kilotonne/
metre3
|
4
|
kilogram
|
kilogram/ g = 9,81
|
metre
|
second
|
kilogram/
metre2
|
kilogram/
g-metre3
|
5
|
kilogram
|
kilogram/ g = 981
|
centimetre
|
second
|
kilogram/
centimetre2
|
kilogram/
g-centimetre3
|