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Mechatronic systems modelling and simulation with HDls - Pelz G.

Pelz G. Mechatronic systems modelling and simulation with HDls - Wiley & sons , 2003. - 237 p.
ISBN 0-470-84979-7
Download (direct link): mechatronicsystem2003.pdf
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216
LITERATURE
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Appendix
Symbols
Lower case letters
a
a
a
ape
ai
aig
b
bi
Cw
ek
f
g
h
hi
iij,L> iij,C
k
kij
m
mfuel
mtv
mij
mair
midle
n
nk
ncs
p
pel
pi0, pi1
Acceleration; parameter to be estimated Identified parameter Local acceleration Angle of accelerator pedal Polynomial coefficient Ignition advance angle
Damping coefficient, generator voltage constant
Polynomial coefficients
Drag coefficient
Error signal at time k
Function
Gravity
Increment
Form function i
Inductive and capacitive component of current between the nodes i, j Spring constant
Entry i, j of the stiffness matrix
Mass
Fuel mass
Air mass via the throttle valve Entry i, j of the mass matrix Air mass
Air mass via the idle setting Number of measurements Interference signal Rotation speed of crankshaft Pressure
Electrostatic pressure Load at the nodes 0 and 1
Mechatronic Systems Georg Pelz © 2003 John Wiley & Sons, Ltd ISBN: 0-470-84979-7
218
APPENDIX
pm Average pressure in the cylinder
Q Charge
qi Value of a boundary condition; generalised coordinate
r Rotational degree of freedom; exciting function; radial local variable
s Natural coordinate
Si s-coordinate of a Gauss-Legendre integration point
Time; natural coordinate
Thickness of cavity
4 Thickness of the insulator
tj t-coordinate of a Gauss -Legendre integration point
^cs Trigger signal at crankshaft
tp Plate thickness
u Voltage; deflection
Ui Node displacement in x-direction
Uij Voltage between the nodes i, j
v Velocity; deflection
v Local velocity
Vi Node displacement in y-direction
w Excitation
x Variable; global coordinate
Xk Input signal at time k
y Global coordinate
yk Output signal at time k
yk Output signal of the identified model at time k
Zk Measured response signal
Upper case letters
A Area
Bi Boundary condition i; flexural strength of element i
C Capacitance
Ci Constant i
Cij Capacitance between the nodes i, j; entry i, j of the capacitance matrix
D Flexural strength; range of a partial differential equation
E Modulus of elasticity
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