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

990 Index
Euler’srelations339, 749
differentialequations 564, 566
discrete Fourier transform787
Fourier transform760, 771--2
even functions726--32
exact equations 547--9
exact solution 616, 617--18,620--1,624
exclusive OR gate189
expansion along the firstrow278
expected value 943--5, 946--7,955, 959, 962
experiment and binomial distribution 953
explicitdifferentiation 394
exponentseepower
exponent, defined 80
exponential constant 81
exponential decay 81
exponential distribution 962--3
exponential expressions 80
exponential form,ofcomplex number 337--8
exponential functions80--4, 728
diode equation 83--4
discharge ofcapacitor 82
seealso logarithm functions
exponential growth 81
exponential term 669, 670, 671
factorialnotation 55
factorization 20--1,28--9,39
factory production line, quality control on907--8
failurein asingle trial953
Faraday, M. 240
Faraday’s law 368, 865
feedback:
loop, negative, elimination of662--8
negative 436
path689
Fibonacci sequence 203
field:
irrotational860
line and multiple integrals 876
solenoidal 857
filters722
digital 692
discrete-time 689--90,696
high pass689
lowpass689, 696--7
final value theorem 634, 657
finite sequences 801, 809, 813
finite series209
arithmetic 209--10
geometric 211
firstcondition (differentialequations) 539
first-derivative417
Laplace transform635
Taylor polynomials 508--9
test 407, 411
firstlaw ofindices 3
first-orderequations 540--5, 573, 606--8, 685
coupled 607--8
difference equations 696
Laplace transform656
separation ofvariables 541--5
simplest540--1
first-orderlinear differential equations 547--57
exact equations 547--9
integratingfactor method 550--7
separation ofvariables 549
first-orderTaylor polynomial 509--13
directcurrent electrical network 510
gravityfeed water supply 510--11
linearity509--13
power dissipationin resistor511--12
first-orderTaylor polynomials, in two variables 835--7
firstshifttheorem 632--3,719, 768
Fourier transform762--4
ztransform711--12
fluidflow:
acrossasurface 890--2
along a pipe167
coupled-tanks system614--15
intotank376--7
flux 891
folding (signalprocessing)775
forward wave 578--80
Fourier analysis 482, 745
Fourier coefficients 734, 739, 741--2,748--50, 766
Fourier components 752, 754--5
Fourier series722--56, 723--4,728, 731--42, 746, 749--50
complex notation 749--51
frequency response oflinearsystem 751--5
half-range series745--8
low-passfilter752--5
odd and even functions726--32, 740--4
Parseval’s theorem 748--9
periodicwaveforms 723--6
spectrum ofpulse width:
modulation controlled solar charger743--4
Fourier synthesis 734
Fourier transform749, 757--822
amplitude modulation 767--8
convolution and convolution theorem 774--82
definitions 758--61
ofdelta function 770--1
discrete cosinetransform795--81
fast785
integration480
inverse 758--9,774
andLaplace transform772--4
pair758
periodicfunctions 771--2
properties761--6
firstshifttheorem 762--4
linearity761--2
second shift theorem 764--5