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

Index 985
chord 357--8
circuital law (Ampère)900
circuits:
biased 379
binary full-adder 190--2
digital electronic 175
integrated 428
inverting 437
LC 572--3
LCR560--1
linear 97
RC 535--6, 554--7
RL 544--5,553--4, 651--2
RLC 109, 573--5
thyristorfiring473--4
truthtable for187--8
circular (periodic) convolution 803--7
circular convolution theorem 807--12
circular correlation theorem816--20
circular cross-correlation815--16, 818--20
closed form(binomial theorem)216
closed loop system with negative feedback 665
CMOS(complementary metal-oxide semiconductor) logic
192--3
co-domain 180--1
coaxial cable 576--8
capacitance of448--50
characteristic impedance of450--1
codes (communication theory)918
coding theory919
coefficient:
damping 610
difference equations and the z transform685--6
differential equations, linearconstant 649--59
equating 40--1, 585, 586
Fourier 734, 739, 741--2, 748--50, 766
matrix 285, 289
polynomial 20
reflection 581--2
cofactor ofelement 279, 282
column vector 233, 258--9, 261--2
n-component 612
p-component 612
r-component 612
combinations 950--2
common derivatives 372--4
common difference 204
common ratio 204--5, 211, 213
communication engineering 903
communication theory915--19
commutative laws 179, 186, 191
commutative numbers259--60
complement:
laws 179, 186, 189--90, 191
in probability 904
in set theory 178--9
complementary events913--15
complementary function558, 561--9,572
inhomogeneous term appears in 575--83
particular integral574--5
complementary metal-oxide semiconductor (CMOS)logic
192--3
completeness andperiodic functions733
completing the square 23,37--8
complex frequency:
function 751
variable 636
complex notation andFourier series749--51
complex numbers97, 324--55
addition 329
complex conjugate pairs 327
De Moivre’stheorem 344--51
division330
in polar form 335
exponential form337--8
Fourier series751
graphical representation 332--3
imaginary part325--6, 328--30, 334
and inverse Laplace transform643--6
loci and regionsofcomplex plane 351--3
modulus333
multiplication 329--30
in polar form 335
operationswith 328--30
phasors 340--4
polar form 333--6
Poynting vector343--4
real part 326, 328--30, 334
subtraction329
vectors and 336--7
complex plane 332
complex poles 668, 669
complex roots24,564, 567
complex translation theorem 714
component laws,differential equations 572, 577
composition, offunctions61--2
compound events 905--8,954
compression, image and audio 795
computer software packages 73
Fourier transform816--17
graph plotting 723
Laplace transform675
seealso MATLAB ®
computer solutionsformatrixalgebra 319--21
concave down function402--3, 415--17
concave upfunction 402--3,415--17
conditional probability 919--25
conduction current 369
conjunction (AND gate) 184
conservative fields875--80
constant689
arbitrary538, 589, 608
arbitraryscaling 304
coefficient differential equations, linear627, 649--59