PPT-Sfc Δ T = Qnet – Sensible Heat Flux – Latent Heat Flux + Ground Heat Flow

Qnet Downwelling Shortwave Upwelling Shortwave albedo Downwelling Longwave Upwelling Longwave Substituting the GEOS5 expressions for each of these fields gives Sfc . Governing Equation:. Dirichlet Boundary Conditions:. Solution:. Heat Flux:. Heat Flow:. temperature . is not . a function of . k. Notes:. . A. is the cross-sectional area of the wall . perpendicular. Mass, Momentum, Energy. Begin with the Reynolds Transport Theorem. Mass – continuity equation. Momentum – Manning and Darcy . eqns. Energy – conduction, convection, radiation. Reading: Applied Hydrology Sections . intraseaonal. and . interdecadal. time scales. Steven Feldstein. The Pennsylvania State University. September 11, 2012. Collaborators: . Sukyoung. Lee, . Tingting. . Gong, Nat Johnson. ,, . Changhyun. Linear Transport Model. Non-Linear phenomenon. Exponential Change. Capacitors. Orpheus Mall – Physics 7B. 1. Linear Transport Model: Flux = . j. Flux is the Amount of stuff (Fluid, Current, Thermal Energy, Particles, Fields – 7C) passing through a given area in a given amount of time. More simply, flux is the flow per unit area. . Heat and Work transfer. (quantitatively). Thermodynamics & Heat Transfer. Thermodynamics. Heat Transfer. Study of . “How heat flows”. every activity involves heat transfer. . Driving Potential. Mass, Momentum, Energy. Begin with the Reynolds Transport Theorem. Momentum – Manning and Darcy . eqns. Energy – conduction, convection, radiation. Energy Balance of the Earth. Atmospheric water. Burnett . regime continuum flow . equations: . a. pplication of the Korteweg models. School of Engineering and Physical Sciences. Institute . of Mechanical Process and Energy Engineering (IMPEE). Heriot-Watt University, . Hvasta. , H. . Ji. , E. . Kolemen. ,. T. . Kozub. , R. . Maingi. , and M. Ono (PPPL). and. N. Morley (UCLA), H. Stone (Princeton U.). . Supported by US DOE . contract . DE-AC02-. 09CH11466. Dick Majeski. Hvasta. , H. . Ji. , E. . Kolemen. ,. T. . Kozub. , R. . Maingi. , and M. Ono (PPPL). and. N. Morley (UCLA), H. Stone (Princeton U.). . Supported by US DOE . contract . DE-AC02-. 09CH11466. Dick Majeski. Basics. The . global hydrological cycle. Precipitation. Soil water (lab work). Surface energy . fluxes. Evaporation . and transpiration. Snowpack. Groundwater. Streamflow. Floods . & . Droughts. Water management. 6/25/2014. Heat Flux Measurements. Thermal management of materials and manufacturing processes. Annealing, film drying, surface processing. Heat exchangers, dryers, boilers, condensers. Fire Applications. 6/25/2014. Heat Flux Measurements. Thermal management of materials and manufacturing processes. Annealing, film drying, surface processing. Heat exchangers, dryers, boilers, condensers. Fire Applications. flow structure of the interaction shows but clearly defined complex shock seen to underexpanded and “plumes” into a barrel with the terminal shock resulting into a supersonic been observed T Basic Meteorological Direct fluxes:. Sensible Heat, H. s. Latent Heat, H. l. Momentum, . τ. Kinetic Energy=-. τ. *U(z). Fluxes on Ocean Side. Momentum and Energy (waves and currents). Thermodynamic .