Since acoustic waves are longitudinal (compression) rather than transverse as are electromagnetic waves, the mathematical form of the effect is slightly different. This phenomenon has been observed for all types of radiation, though the theory is simplest for the acoustic situation. When the source and detector are in relative motion, an added complication, the Doppler effect, is introduced. The discussion up to this point has implicitly assumed that the source and detector of radiation are stationary relative to one another. 16.6 Mapping the heat limit of the Desert Iguana.16.5 Mapping the cold limits of the Desert Iguana.16.4 Mapping the climate space of the Desert Iguana in North America.16.3 Getting the climate space available in Australia.14.5.3 Boundary Layers and Non-dimensional Numbers: A Bulk Approach.14.4.1 Viscosity and Laminar Shear Flows.13.5.3 Comparison of Theory with Experiment. ![]() 13.5.2 Properties of the Harmonic Solution.13.5 Use of the Heat Conduction Equation.13.4.3 Heat Conduction (Diffusion) Equation.13.4.2 Heat Storage and Energy Conservation.13.4.1 Fourier’s Law of Heat Conduction.13.3 Governing Factors in Soil Heat Flow.12.7 Heat Gained by Absorption of Radiation.12.4 Heat Transfer by Conduction Within the Animal.11.7.2 Sample Plots of Transpiration and Leaf Temperature.11.7.1 Calculations of Leaf Temperatures and Transpiration.11.5 Influence of Energy Components on Leaf Temperature.11.4.2 Values of the Environmental Variables.10.4.2 Laboratory and Field Applicatons of the Operative Environmental Temperatures.10.4.1 Mathematical Development of the Operative Environmental Temperature.10.4 The Operative Environmental Temperature.10.3.2 Thermoregulation and the Ecogeographical Rules.9.5 Extensions of the Climate Space Idea.9.4.2 Plotting Climate Space Boundaries.9.4.1 Bounding Air Temperature/Radiation.9.4 Physiological Constraints of the Organism.9.3 The Thermal Environment: Basis for the Climate Space.6.7.1 General Texts and Papers on Energy Budgets.6.3.3 The First Law Generalized to Include Mass Flow. ![]()
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