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Theory of Linear and nonlinear circuits - Engberg J.

Engberg J. Theory of Linear and nonlinear circuits - Wiley & sons , 1995. - 154 p.
ISBN 0-47-94825
Download (direct link): noisetheoryoflinearandnonlinear1995.pdf
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Johnson. J. B., 3
Lehmann, R. E., 108 Linear network, 222 singular matrix, 231 Load operating noise temperature, extended, 38
Lumped embedding, 101
Maas, S. A., 216, 247 ЛГяп1е V. 134. 241. 254, 275 Mean square noise current, 11 Mean square noise voltage. 11 Meys, R., 5, 51, 55 Minasian, R. A., 252 Minimum noise factor, 46, 56 Minimum noise measure, 8-5, 96 Minimum noise temperature, 56 Mixed input, 136
Ng, C.-Y.. 216, 220, 249, 254 Noise, 143
autocorrelation, 148 correlation matrix, 167 example, 182, 193, 201 frequency dependence of, 9 in multi-ports, 19 in non-linear systems, 143 in one-ports, 9 low-level, 143, 171 power density, 144 power, 144
representation of signals, 146 response. 155, 171, 174 sources, 145, 150. 155, 162. 168, 174
white. 148, 151. 168, 169, 170, 182, 186, 199, 205, 206, 262 Noise bandwidth, equivalent, 36 Noise conductance, equivalent, 12 Noise conductances, equivalent, in parallel. 15 Noise ia.ctor-,
r\_. t.i_ .1 . 1_j no
uuuujk sjue исши, z.o Single side band, 28 Noise factor, extended, 24, 55 Noise figure. 25 Noise measure, 75
Index
295
cascaded two-ports, 77 Noise parameter transformation, 62 Noise parameters,
T form, 55
Y form, 45 Z form, 45
another frequency, 130 transmission line, 115 transmission line & two-port, 110 two-ports in cascade, 119 two-ports in parallel, 117 Noise power density, 10 Noise power waves, 50 Noise resistance, equivalent, 11 Noise resistances, equivalent, in series, 14 Noise response, algorithm, 170 Noise source,
fundamental, 148 Noise temperature, of multi-ports, 21 Noise temperature, extended, 13 one-ports in parallel, 16 one-ports in series, 16 Noisy system, 145 ■
Non-linear conversion, 176 Non-linear mixing, 166 Non-linear response, 223 Non-linear subsystem, 221, 242 North, D. 0., 5 Norton current source. 10 Nyquist, H., 3, 9
Okwit, S., 5
One-Dort, calculations, 14 Operating noise temperature, extended, 29
Optimum source admittance, for min. noise factor, 46 noise measure, 85
Optimum source reflection coefficient, for min. noise factor, 56 for min. noise temperature, 56 Order. 145, 153, 159, 164 of commensurability, 161 upper limit, 155
Parallel embedding, 102 Penfield, P., 5 Perrin, J. B., 3 Phase base, 219 Planck’s constant, 4, 9 Probing method. 216, 220 Pucel, R. A., 124
Quadric surface, 269
Random process, 148 Reference plane transformation, noise parameters, 109 Reflection coefficients, 265 Response factor. 34 spot, 27 Response,
deterministic, 171 Rothe. H., 5, 41, 102 Russer, P. H., 121, 129
Schottky. \V., 3 Series embedding, 103 Signal, 149
deterministic, example, i-lO Smuludiowski, M. von. 3
S :)(?C. i ЯI С "t S6S , L' ) 9 noise sour res. lh!-J
™ „ 1 „ ICO 1 no on 1
еглсмирхс, 1УО» ZUi
response, 178 Spot response factor. 27 Stability factor, 80 Standard noise temperature. 5, 10
296
Stochastic processes, 257 Superposition, 143 System noise temperature, 28
Temperature, extended noise, 13 Thermal noise, 4, 9 Thevenin voltage source, 10 Transducer gain, extended, 21 Transformation formulae for noise parameters, 62 'Transformation,
from Y to Z parameters, 104 from Z to Y parameters, 104 Transformer coupled feedback, 132 Twiss, R. Q., 129 Two-ports in cascade, 71
Unmodulated noise sources, 166
Volfun, 241, 275
Volterra series, 143, 150, 151, 215, 224 convergence, 215
Index
Volterra, transfer function, 153, '215, 226
computer implementation, 238 computer program, 241 determination of. 218 example, 244, 247, 249, 253 full algebraic evaluation, 241 numerical evaluation, 241 partly symmetrical, 153, 171 partly symmetry, 158 pointer, 235
precalculated tables, 239 probing method, 220 recursive algebraic, 241 symmetri properties. 228 symmetrize, 219 symmetry properties, 217 theory, 220 unsymmetrical, 217
White noise, 148, 151, 168, 169, 170, 182, 186, 199, 205, 206, 262
Ziel, A. van der, 6
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