SUBJECT INDEX
A
Air-sea inter;Icttim
mean proliles and fluxes in. 397 399
research in. 291 404
.,I /o.W p.sc'irdlJ/ltrrc'~l~/l~.s. beach dCpOSitiOn Of.
377 279
2IX 220
Angular telocity. in turhulent shear flow.
Ant\tropy. ~ a k .
in turbulent transport. 177
.\rhritr:iry I'. Q. particle statistics for. 66
.4 I mosplicre
inicractions with ocean. 391 404
surface layer of in unstahle conditions.
131 138
Atmospheric boundary laycr
closure in, 195 I9X
computational techniques in. 198 I99
Deardoff's model of. I98 ?OX
cddydiffusivity models in. 203
gcostrophic drag law in. 194
modeling of, 193 21 I
steady-state neutral structure of. IW-204
steady-state unstable structure in. 204 210
turhulencc distributions in. 199 203
.wc' U / W J DiITusion: Turbulent ditTusion
defined. 1 - 2
turbulent. I 21
.A t ni o c p her I L' J i ITu s i on
Boundary layer tlow. boundary change and.
Boundary layer height. as function of
Bulk convection transfer. 9 3
*' Rurgerience." 244
I3urgeru model turbulence. 447 450
numsrical example for. 452- 454
renormalization for. 450- 4SJ
263
stability and eddy viscosity. 8849
Bur
period of, 300 312
c
Continuous distrihution. limit of. 69 71
Convective conditions. vertical turbulence
Convective limit. kalue of n,. in. I26 - I29
Convcctively unstable bounhry layer,
thcrmodynamic model of. 1 1 1 - I23
C'orrsin hjpothesis, 149 152
Cromwell current. 364)- 361
component in. 125 130
D
Density intcrfaces. structure ol; 433 443
Diffusion
.we [rlso Turbulent dilTusion
ahsolute vs. relative, 324 326
atmospheric. I 21
environmental conditions in. 322 327
of floating pollutants, 371 3x1
lateral. 316 321
peak concentrations in. 321 322
of turhidity. 331 -337
variahility of. 326 32X
vertical, 321
383 390
Diffusion coefficient of thermal pollution.
estimation of. 3x8 3x9
Dilfirsion equation limit. in random wall\. 35
Diffiisivtty. law for. 20
457
A
Air-sea inter;Icttim
mean proliles and fluxes in. 397 399
research in. 291 404
.,I /o.W p.sc'irdlJ/ltrrc'~l~/l~.s. beach dCpOSitiOn Of.
377 279
2IX 220
Angular telocity. in turhulent shear flow.
Ant\tropy. ~ a k .
in turbulent transport. 177
.\rhritr:iry I'. Q. particle statistics for. 66
.4 I mosplicre
inicractions with ocean. 391 404
surface layer of in unstahle conditions.
131 138
Atmospheric boundary laycr
closure in, 195 I9X
computational techniques in. 198 I99
Deardoff's model of. I98 ?OX
cddydiffusivity models in. 203
gcostrophic drag law in. 194
modeling of, 193 21 I
steady-state neutral structure of. IW-204
steady-state unstable structure in. 204 210
turhulencc distributions in. 199 203
.wc' U / W J DiITusion: Turbulent ditTusion
defined. 1 - 2
turbulent. I 21
.A t ni o c p her I L' J i ITu s i on
Boundary layer tlow. boundary change and.
Boundary layer height. as function of
Bulk convection transfer. 9 3
*' Rurgerience." 244
I3urgeru model turbulence. 447 450
numsrical example for. 452- 454
renormalization for. 450- 4SJ
263
stability and eddy viscosity. 8849
Bur
c
Continuous distrihution. limit of. 69 71
Convective conditions. vertical turbulence
Convective limit. kalue of n,. in. I26 - I29
Convcctively unstable bounhry layer,
thcrmodynamic model of. 1 1 1 - I23
C'orrsin hjpothesis, 149 152
Cromwell current. 364)- 361
component in. 125 130
D
Density intcrfaces. structure ol; 433 443
Diffusion
.we [rlso Turbulent dilTusion
ahsolute vs. relative, 324 326
atmospheric. I 21
environmental conditions in. 322 327
of floating pollutants, 371 3x1
lateral. 316 321
peak concentrations in. 321 322
of turhidity. 331 -337
variahility of. 326 32X
vertical, 321
383 390
Diffusion coefficient of thermal pollution.
estimation of. 3x8 3x9
Dilfirsion equation limit. in random wall\. 35
Diffiisivtty. law for. 20
457
