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

996 Index
n-component column vector 612
n-typemetal-oxide semiconductor (NMOS) transistors
192--3
n-typesemiconductor 83, 251
NAND gate 185, 192--3
natural frequency 411
natural logarithms85, 89
natural numbers55
negative feedback 436
negative number 325
neper (Np)89
Newton-Raphson method221, 406, 418--23
Newton’s Second Law 610, 613
nibble 17
NMOS(n-typemetal-oxide semiconductor) transistors
192--3
node 47--8
reference 310
voltages/currents47--8, 310--12, 317--19
non-linear equations 219--22, 536--7,683, 685
non-linear system, in Taylor polynomials 511
non-negative number 333
non-periodic function757--8
non-rectangular region 880, 884
non-recursiveequations 691
non-singularmatrix276
non-standard normal 966--9
non-trivial solution 294--6,298--300
non-uniformfailurerates976
non-zeroinitial value ofstate vector 660
NOR gate 184--5
normal distribution 963--9
non-standard normal 966--9
standard normal 964--6
normalized sincfunction123, 124--5
norms254
NOTgate 184
nth-order Taylor polynomial 517--21
numbers55--6
commutative 259--60
complexseecomplex numbers
numerator 27--8, 29--30, 75,465
numerical integration 457, 496--506
distance travelled byrocket 498
energy dissipationin resistor502--3
Simpson’srule 500--5
trapezium rule496--500, 502
numerical methods,and differentialequations 615--16
numerical solution 220, 534, 617--18, 695--8
obliqueasymptote 76
odd and even functions726--32, 740--4
integral properties730--1
Ohm’s law3, 55
differentialequations 535, 544
differentiation 413
fluid equivalent 614
Fourier series752
integration436, 487
Laplace transform655
phasor form341
polynomial functions71--2
Taylor polynomials 510
one-to-many function 60
one-to-one functions60--1, 122
operating point 379--80
OR gate 183, 184--5,187, 188, 192
exclusive 189
inclusive189
truthtable 183
order258, 263, 587
difference equations and theztransform684
differentialequations 536
ofobjects 949
ofsystem 609
ordinary differentialequationsseedifferential equations
origin (coordinate systems)154
orthogonal functions480--3
orthogonal matrix276
orthogonal vectors 232, 242
oscillate sequence 205
oscillating mass-springsystem565--6
oscillatory term669
output 663, 665
equation 614
matrix612
reduction 436
sequence 685, 689, 691, 697
signal 661, 669
to system659--61
variables 614
vector612
voltage 676
overdamped response 666--7
overshooting 666
p-component columnvector 612
p-n junction 83
p-type metal-oxide semiconductor (PMOS)transistor
192--3
p-type semiconductor 83,251
padding signals with zeros 809--11
parallel system 975--7
parallel vectors 242
parallelogram 336--7
parameters 393, 587
functions61
parametric differentiation 393--4
Parseval’s theorem 748--9, 794
partial derivatives 825--9,835
first-order825, 829, 833, 835--7, 842--5
fourth-order840
line and multipleintegrals 886
mixed 862