Amiro BD (1990) Drag coefficients and turbulence spectra within three Boreal forest canopies. Boundary-Layer Meteorol 52:227–246
CrossRefApsley DD, Castro IP (1997) A limited-length-scale
k–
\(\varepsilon\) model for the neutral and stably-stratified atmospheric boundary layer. Boundary-Layer Meteorol 83:75–98
CrossRefAyotte KW, Finnigan JJ, Raupach MR (1999) A second-order closure for neutrally stratified vegetative canopy flows. Boundary-Layer Meteorol 90:189–216
CrossRefBlackadar AK (1962) The vertical distribution of wind and turbulent exchange in a neutral atmosphere. J Geophys Res 67:3095–3102
CrossRefBrunet Y, Finnigan JJ, Raupach MR (1994) A wind tunnel study of air flow in waving wheat: single-point velocity statistics. Boundary-Layer Meteorol 70:95–132
CrossRefCescatti A, Marcolla B (2004) Drag coefficient and turbulence intensity in conifer canopies. Agric For Meteorol 121:197–206
CrossRefChen JM, Black TA, Novak MD, Adams RS (1995) A wind tunnel study of turbulent air flow in forest clearcuts. In Coutts MP, Grace J (eds) Wind and trees. Cambridge University Press, London, pp 71–87
Counihan J (1969) An improved method of simulating an atmospheric boundary layer in a wind tunnel. Atmos Environ 3:197–214
CrossRefDeacon EL (1973) Geostrophic drag coefficients. Boundary-Layer Meteorol 5:321–340
CrossRefDeardorf JW (1978) Closure of second- and third-moment rate equations for diffusion in homogeneous turbulence. Phys Fluids 21:525–530
CrossRefDetering HW, Etling D (1985) Application of the
E–
\(\varepsilon\) turbulence model to the atmospheric boundary layer. Boundary-Layer Meteorol 33:113–133
CrossRefDubov A, Bykova A, Marunich C (1978) Turbulence in vegetation canopy. Hydrometeoizdat, Leningrad, 182 pp (in Russian)
Finnigan JJ, Brunet Y (1995) Turbulent airflow in forests on flat and hilly terrain. In: Coutts MP, Grace J (eds) Wind and trees. Cambridge University Press, London, pp 3–40
Finnigan JJ (2000) Turbulence in plant canopies. Annu Rev Fluid Mech 32:519–571
CrossRefFoudhil H, Brunet Y, Caltagirone J-P (2005) A fine-scale
k–
\(\varepsilon\) model for atmospheric flow over heterogeneous landscapes. Environ Fluid Mech 5:247–265
CrossRefGardiner BA (1994) Wind and wind forces in a plantation spruce forest. Boundary-Layer Meteorol 67:161–186
CrossRefGreen SR (1992) Modelling turbulent air flow in a stand of widely-spaced trees. Phoenics J 5:294–312
Hallidin S (1985) Leaf and bark area distribution in a pine forest. In: Hutchison BA, Hicks BB (eds) The forest-atmosphere interaction. D. Riedel Publishing Company, Dordrecht/Boston/Lancaster, pp 39–58
Hipsey MR, Sivapalan M, Clement TP (2004) A numerical and field investigation of surface heat fluxes from small wind-sheltered waterbodies in semi-arid Western Australia. Environ Fluid Mech 4:79–106
CrossRefJones WP, Launder BE (1972) The prediction of laminarization with a two-equation model of turbulence. Int J Heat Mass Transfer 15:301–314
CrossRefKaimal JC, Finnigan JJ (1994) Atmospheric boundary layer flows: their structure and measurement. Oxford University Press, New York, 289 pp
Kantha LH (2004) The length scale equation in turbulence models. Nonlinear Process Geophys 7:1–15
Kantha LH, Bao J-W, Carniel S (2005) A note on tennekes hypothesis and its impact on second moment closure models. Ocean Model 9:23–29
Katul GG, Albertson JD (1998) An investigation of higher order closure models for a forested canopy. Meteorol 89:47–74
Katul GG, Chang WH (1999) Principal length scales in second-order closure models for canopy turbulence. J Appl Meteorol 38:1631–1643
CrossRefKatul GG, Mahrt L, Poggi D, Sanz C (2004) One- and two-equation models for canopy turbulence. Boundary-Layer Meteorol 113:81–109
CrossRefKlaassen W (1992) Averige fluxes from heterogeneous vegetated regions. Boundary-Layer Meteorol 58:329–354
CrossRefKolmogorov A (1942) Turbulence flow equations of an uncompressible fluid. Transactions of the USSR Academy of Sciences, book “Physics” 6:56–58 (in Russian)
Kondo J, Akashi S (1976) Numerical studies on the two-dimensional flow in horizontally homogeneous canopy layers. Boundary-Layer Meteorol 10:255–272
CrossRefLaunder BE, Spalding DB (1974) The numerical computation of turbulent flows. Comp Meth Appl Mech Eng 3:269–289
CrossRefLaunder BE, Reece GJ, Rodi W (1975) Progress in development of a Reynolds-stress turbulence closure. J Fluid Mech 68:537–566
CrossRefLaykhtman D (1970) Physics of atmospheric boundary layer. Hydrometeoizdat, Leningrad, 341pp (in Russian)
Legg BJ, Coppin PC, Raupach MR (1984) A three-hot-wire anemometer for measuring two velocity components in high intensity turbulent boundary-layers. J Phys E 17:970–976
CrossRefLi ZJ, Miller DR, Lin JD (1985) A first order closure scheme to describe counter-gradient momentum transport in plant canopies. Boundary-Layer Meteorol 33:77–83
CrossRefLi ZJ, Lin JD, Miller DR (1990) Air flow over and through a forest edge: a steady-state numerical simulation. Boundary-Layer Meteorol 51:179–197
CrossRefLien FS, Yee E, Wilson JD (2005) Numerical modelling of the turbulent flow developing within and over a 3-d building array, Part II: a mathematical foundation for a distributed drag force approach. Boundary-Layer Meteorol 114:245–285
CrossRefLiu J, Chen JM, Black TA, Novak MD (1996)
E–
\(\varepsilon\) modelling of turbulent air flow downwind of a model forest edge. Boundary-Layer Meteorol 77:21–44
CrossRefMellor GL, Yamada T (1974) A hierarchy of turbulence closure models for planetary boundary layers. J Atmos Sci 31:1791–1806
CrossRefMeyers T, Paw U (1986) Testing of a higher-order closure model for modeling airflow within and above plant canopies. Boundary-Layer Meteorol 37:297–311
CrossRefMiller DR, Lin JD, Lu ZN (1991) Air flow across an alpine forest clearing: a model and field measurements. Agric For Metorol 56:209–225
CrossRefMorse AP, Gardiner BA, Marshall BJ (2002) Mechanisms controlling turbulence development across a forest edge. Boundary Layer Meteorol 103:227–251
CrossRefNeary VS (2003) Numerical solution of fully developed flow with vegetative resistance. J Eng Mech 129:558–563
CrossRefNovak MD, Warland JS, Orchansly AL, Ketler R, Green S (2000) Wind tunnel and field measurement flow in forest. Part I: uniformly thinned stands. Boundary-Layer Meteorol 95:457–459
CrossRefPielke R (2002) Mesoscale meteorological modeling. Academic Press, San Diego, California, 676 pp
Pinard J-P, Wilson JD (2001) First- and second-order closure models for wind in a plant canopy. J Appl Meteorol 40:1762–1768
CrossRefPoggi D, Porporato A, Ridolfi L, Albertson JD, Katul GG (2004) The effect of vegetation density on canopy sub-layer turbulence. Boundary-Layer Meteorol 111:565–587
CrossRefPope SB (2000) Turbulent flows. Cambridge University Press, United Kingdom, 771 pp
Raupach MR, Shaw RH (1982) Averaging procedures for flow within vegetation canopies. Boundary-Layer Meteorol 22:79–90
CrossRefRaupach MR, Bradley EF, Ghadiri H (1987) A wind tunnel investigation into aerodynamic effect of forest clearings on the nesting of Abbott’s Booby on Christmas Island, Internal report, CSIRO Centre for environmental Mechanics, Canberra
Raupach MR, Finnigan JJ, Brunet Y (1996) Coherent eddies and turbulence in vegetation canopies: the mixing layer analogy. Boundary-Layer Meteorol 78:351–382
CrossRefRaynor GS (1971) Wind and temperature structure in a Coniferous forest and a contiguous field. Forest Sci 17(3):351–363
Saffman PG (1970) A model for inhomogeneous turbulent flow. Proc Roy Soc London A 317:417–433
CrossRefSanz C (2003) A note on k–\(\varepsilon\) modelling of vegetation canopy air-flows. Meteorol 108:191–197
Seginer I (1974) Aerodynamic roughness of vegetated surfaces. Boundary-Layer Meteorol 5:383–393
CrossRefSeginer I, Mulhearn PJ, Bradley EF, Finnigan JJ (1976) Turbulent flow in a model plant canopy. Boundary-Layer Meteorol 10:423–453
CrossRefShaw RH, Silversides RH, Thurtell GW (1974) Some observations of turbulence and turbulent transport within and above plant canopies. Boundary-Layer Meteorol 5:429–449
CrossRefShaw RH, Den Hartog G, Neumann HH (1988) Influence of foliar density and thermal stability on profiles of Reynolds stress and turbulent intensity in a Deciduous forest. Boundary-Layer Meteorol 45:391–409
CrossRefSogachev A, Menzhulin G, Heimann M, Lloyd J (2002) A simple three dimensional canopy—planetary boundary layer simulation model for scalar concentrations and fluxes. Tellus 54B:784–819
Sogachev A, Panferov O, Gravenhorst G, Vesala T (2005) Numerical analysis of flux footprints for different landscapes. Theor Appl Climatol 80(2–4):169–185
CrossRefUmlauf L, Burchard H (2003) A generic length-scale equation for geophysical turbulence models. J Marine Res 61:235–265
CrossRefVan Ulden AP, Holtslag AAM (1980) The wind at heights between 10 m and 200 m in comparison with the geostrophic wind. J Proc Sem Radioactive Releases, Vol 1, Riso, Denmark, C.E.C. Luxemburg, pp 83–92
Van Ulden AP, Wieringa J (1996) Atmospheric boundary layer research at cabauw. Boundary-Layer Meteorol 78:39–69
CrossRefVeen AWL, Klaassen W, Kruijt B, Hutjes RWA (1996) Forest edges and the soil–vegetation–atmosphere interaction at the landscape scale: the state of affairs. Progress in Phys Geog 20(3):292–310
Wang H, Takle ES (1995) A numerical simulation of boundary-layer flows near shelterbelts. Boundary-Layer Meteorol 75:141–173
CrossRefWarner JC, Sherwood CR, Arango HG, Signell RP (2005) Performance of four turbulence closure models implemented using a generic length scalar method. Ocean Model 8:81–113
CrossRefWichmann M, Schaller E (1986) On the determination of the closure parameters in higher-order closure models. Boundary-Layer Meteorol 37:323–341
CrossRefWilcox DC (1988) Reassessment of the scale determining equation for advance turbulence models. AIAA J 26:1299–1310
CrossRefWilcox DC (1998) Turbulence modeling for CFD. DCW Industries, Inc, La Cañada, CA, 540 pp
Wilson JD (1988) A second-order closure model for flow through vegetation. Boundary-Layer Meteorol 42:371–392
CrossRefWilson JD, Flesch TK (1999) Wind and remnant tree sway in forest openings III. A windflow model to diagnose spatial variation. Agric For Meteorol 93:259–282
CrossRefWilson JD, Finnigan JJ, Raupach MR (1998) A first-order closure for disturbed plant canopy flows, and its application to windflow through a canopy on a ridge. Quat J Roy Meteorol Soc 124:705–732
CrossRefWilson JD, Ward DP, Thurtell GW, Kidd GE (1982) Statistics of atmospheric turbulence within and above a corn canopy. Boundary-Layer Meteorol 24:495–519
CrossRefWilson NR, Shaw RH (1977) A higher order closure model for canopy flow. J Appl Meteorol 16:1197–1205
CrossRefWooding RA (1968) A low speed wind tunnel for model studies in micrometeorology. II. The Pye laboratory wind tunnel. Aust CSIRO Div Plant Ind Tech Pap 25:1–24
Wyngaard JC, Cote OR, Rao KS (1974) Modeling the atmospheric boundary layer. Adv Geophys 18A:193–212
CrossRefYamada T (1982) A numerical model study of turbulent airflow in and above a forest canopy. J Meteorol Soc Japan 60:439–454
Zeng P, Takahashi H (2000) A first-order closure model for the wind flow within and above vegetation canopies. Agric For Meteorol 103:301–313
CrossRefZilitinkevich S (1970) Dynamics of the atmospheric boundary layer. Hydrometeoizdat, Leningrad, 291 pp (in Russian)