082-Engineering-Mathematics-Anthony-Croft-Robert-Davison-Martin-Hargreaves-James-Flint-Edisi-5-2017

Index 997
second-order 829--30, 833, 838--40, 842--5
third-order840
vector calculus 854
partial differentialequations 832--5,862
partial fractions 39--45
improper fractions 43--4
and integration 466--8
linear factors 39--41
quadratic factors 42--3
repeated linearfactors 39, 41--2
partial fractions:
inverse Laplace transform641--3,644--5,651, 653--4,
656
Laplace transform666
z transform716--17,720
partial sumssequence 212
particular integralfunction 558
particular solution 538, 556, 563--4,575
parts,integration by457--63
Pascal’s triangle 214--15
period 131
offunction 65
periodic convolutionsee circular (periodic) convolution
periodic extension 746--7
periodic functions65--6,131--2, 725, 733
Fourier transform766, 771--2
Laplace transform677--8
periodic waveforms 477--8, 723--6,752
periodicity and discrete Fourier
transform793
permeability, ofconductor 10
permittivity offree space 102, 858
permutations 948--50, 951--2
phase 136, 724, 751--3
angle 132, 133, 138--9, 723
constant 581
Fourier transform766
phasors 340--4
capacitor 341--3
inductor 341
magnitude of340
reference 340
resistor341
pick andplace robot 159--60
piecewise continuous functions64--5, 648, 780
integration of491--2
place sign 279
PMOS(p-typemetal-oxidesemiconductor)transistor192--3
Poissondistribution 957--61,962
Poissonprocess959
Poisson’sequation 863
polar coordinates 159--63, 333--4
cylindricalsee cylindrical polar coordinates
pick and place robot 159--60
spherical 170--3
polar curves 163--6
equation ofcircle, centre on the origin 163, 164
equation ofline 163, 164
and radiationpatterns fromantennas 164--5
polar form 333--6,338, 345--6
poles 706--9
complex 668, 669
dominant 670
offunction 76
Laplace transform668--75
atthe origin 673
positions667
real 668, 669
stablecomplex 671
system 668
polynomial:
coefficients 20
constant 71
cubic 71
ofdegree 2 300
ofdegreen--d 43--4
degree of71
equationsseeunder algebraic techniques
expression 70
functions70--4
non-ideal voltage source 72--3
Ohm’s law 71--2
wind power turbines 73
linear 71
quadratic 71
quartic 71
Taylorsee Taylor polynomials
position controlsystem (servo-system)108, 665--8
position vector423--4
positiveintegers 55
positivenumber 325
postmultiplying263
potential function875--7
potential theory833
potentiometer 604--5
power:
dissipationin resistor3--4,511--12, 824
function to model 59
gain 87
series218--19, 337--8
supply to a computer 906
power density6
power seriessolution, ofBessel’sequation 587--8,
590--1
Poyntingvector 343--4
premultiplying 263, 272
primaryroute (permutations)948--9
probability 903--32
acceptability ofmanufactured electronic chips925--6
ofacceptable components 928--9
addition law909--13,954
alphabetic character stream,information content
of916
binarydata stream,information content of916