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This book results from a Special Issue related to the latest progress in the thermodynamics of machines systems and processes since the premonitory work of Carnot. Carnot invented his famous cycle and generalized the efficiency concept for thermo-mechanical engines. Since that time, research progressed from the equilibrium approach to the irreversible situation that represents the general case. This book illustrates the present state-of-the-art advances after one or two centuries of consideration regarding applications and fundamental aspects. The research is moving fast in the direction of economic and environmental aspects. This will probably continue during the coming years. This book mainly highlights the recent focus on the maximum power of engines, as well as the corresponding first law efficiency upper bounds.
History of engineering & technology --- thermodynamics --- optimization --- entropy analysis --- Carnot engine --- modelling with time durations --- steady-state modelling --- transient conditions --- converter irreversibility --- sequential optimization --- Finite physical Dimensions Optimal Thermodynamics --- global efficiency --- energy efficiency --- heat engine --- heat pump --- utilization --- Carnot efficiency --- comparison --- thermal system --- cycle analysis --- second law of thermodynamics --- Clausius Statement --- theorem of the equivalence of transformations --- linear irreversible thermodynamics --- maximum power output --- maximum ecological Function --- maximum efficient power function --- enzymatic reaction model --- ocean thermal energy conversion (OTEC) --- plate heat exchanger --- finite-time thermodynamics --- heat transfer entropy --- entropy production --- new efficiency limits --- two-stage LNG compressor --- energy losses --- exergy destruction --- exergy efficiency --- Stirling cycle --- refrigerator --- heat exchanger --- second law --- n/a
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This book results from a Special Issue related to the latest progress in the thermodynamics of machines systems and processes since the premonitory work of Carnot. Carnot invented his famous cycle and generalized the efficiency concept for thermo-mechanical engines. Since that time, research progressed from the equilibrium approach to the irreversible situation that represents the general case. This book illustrates the present state-of-the-art advances after one or two centuries of consideration regarding applications and fundamental aspects. The research is moving fast in the direction of economic and environmental aspects. This will probably continue during the coming years. This book mainly highlights the recent focus on the maximum power of engines, as well as the corresponding first law efficiency upper bounds.
thermodynamics --- optimization --- entropy analysis --- Carnot engine --- modelling with time durations --- steady-state modelling --- transient conditions --- converter irreversibility --- sequential optimization --- Finite physical Dimensions Optimal Thermodynamics --- global efficiency --- energy efficiency --- heat engine --- heat pump --- utilization --- Carnot efficiency --- comparison --- thermal system --- cycle analysis --- second law of thermodynamics --- Clausius Statement --- theorem of the equivalence of transformations --- linear irreversible thermodynamics --- maximum power output --- maximum ecological Function --- maximum efficient power function --- enzymatic reaction model --- ocean thermal energy conversion (OTEC) --- plate heat exchanger --- finite-time thermodynamics --- heat transfer entropy --- entropy production --- new efficiency limits --- two-stage LNG compressor --- energy losses --- exergy destruction --- exergy efficiency --- Stirling cycle --- refrigerator --- heat exchanger --- second law --- n/a
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This book results from a Special Issue related to the latest progress in the thermodynamics of machines systems and processes since the premonitory work of Carnot. Carnot invented his famous cycle and generalized the efficiency concept for thermo-mechanical engines. Since that time, research progressed from the equilibrium approach to the irreversible situation that represents the general case. This book illustrates the present state-of-the-art advances after one or two centuries of consideration regarding applications and fundamental aspects. The research is moving fast in the direction of economic and environmental aspects. This will probably continue during the coming years. This book mainly highlights the recent focus on the maximum power of engines, as well as the corresponding first law efficiency upper bounds.
History of engineering & technology --- thermodynamics --- optimization --- entropy analysis --- Carnot engine --- modelling with time durations --- steady-state modelling --- transient conditions --- converter irreversibility --- sequential optimization --- Finite physical Dimensions Optimal Thermodynamics --- global efficiency --- energy efficiency --- heat engine --- heat pump --- utilization --- Carnot efficiency --- comparison --- thermal system --- cycle analysis --- second law of thermodynamics --- Clausius Statement --- theorem of the equivalence of transformations --- linear irreversible thermodynamics --- maximum power output --- maximum ecological Function --- maximum efficient power function --- enzymatic reaction model --- ocean thermal energy conversion (OTEC) --- plate heat exchanger --- finite-time thermodynamics --- heat transfer entropy --- entropy production --- new efficiency limits --- two-stage LNG compressor --- energy losses --- exergy destruction --- exergy efficiency --- Stirling cycle --- refrigerator --- heat exchanger --- second law --- thermodynamics --- optimization --- entropy analysis --- Carnot engine --- modelling with time durations --- steady-state modelling --- transient conditions --- converter irreversibility --- sequential optimization --- Finite physical Dimensions Optimal Thermodynamics --- global efficiency --- energy efficiency --- heat engine --- heat pump --- utilization --- Carnot efficiency --- comparison --- thermal system --- cycle analysis --- second law of thermodynamics --- Clausius Statement --- theorem of the equivalence of transformations --- linear irreversible thermodynamics --- maximum power output --- maximum ecological Function --- maximum efficient power function --- enzymatic reaction model --- ocean thermal energy conversion (OTEC) --- plate heat exchanger --- finite-time thermodynamics --- heat transfer entropy --- entropy production --- new efficiency limits --- two-stage LNG compressor --- energy losses --- exergy destruction --- exergy efficiency --- Stirling cycle --- refrigerator --- heat exchanger --- second law
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Many of the operators one meets in several complex variables, such as the famous Lewy operator, are not locally solvable. Nevertheless, such an operator L can be thoroughly studied if one can find a suitable relative parametrix--an operator K such that LK is essentially the orthogonal projection onto the range of L. The analysis is by far most decisive if one is able to work in the real analytic, as opposed to the smooth, setting. With this motivation, the author develops an analytic calculus for the Heisenberg group. Features include: simple, explicit formulae for products and adjoints; simple representation-theoretic conditions, analogous to ellipticity, for finding parametrices in the calculus; invariance under analytic contact transformations; regularity with respect to non-isotropic Sobolev and Lipschitz spaces; and preservation of local analyticity. The calculus is suitable for doing analysis on real analytic strictly pseudoconvex CR manifolds. In this context, the main new application is a proof that the Szego projection preserves local analyticity, even in the three-dimensional setting. Relative analytic parametrices are also constructed for the adjoint of the tangential Cauchy-Riemann operator.Originally published in 1990.The Princeton Legacy Library uses the latest print-on-demand technology to again make available previously out-of-print books from the distinguished backlist of Princeton University Press. These editions preserve the original texts of these important books while presenting them in durable paperback and hardcover editions. The goal of the Princeton Legacy Library is to vastly increase access to the rich scholarly heritage found in the thousands of books published by Princeton University Press since its founding in 1905.
Pseudodifferential operators. --- Functions of several complex variables. --- Solvable groups. --- Analytic function. --- Analytic set. --- Associative property. --- Asymptotic expansion. --- Atkinson's theorem. --- Banach space. --- Bilinear map. --- Boundary value problem. --- Bounded function. --- Bounded operator. --- Bump function. --- C space. --- CR manifold. --- Cauchy problem. --- Cauchy's integral formula. --- Cauchy–Schwarz inequality. --- Cayley transform. --- Characteristic function (probability theory). --- Characterization (mathematics). --- Coefficient. --- Cokernel. --- Combinatorics. --- Complex conjugate. --- Complex number. --- Complexification (Lie group). --- Contact geometry. --- Convolution. --- Darboux's theorem (analysis). --- Darboux's theorem. --- Diagram (category theory). --- Diffeomorphism. --- Difference "ient. --- Differential operator. --- Dimension (vector space). --- Dirac delta function. --- Eigenvalues and eigenvectors. --- Elliptic operator. --- Equation. --- Existential quantification. --- Explicit formulae (L-function). --- Factorial. --- Fourier inversion theorem. --- Fourier series. --- Fourier transform. --- Fundamental solution. --- Heisenberg group. --- Hermitian adjoint. --- Hilbert space. --- Hodge theory. --- Hypoelliptic operator. --- Hölder's inequality. --- Implicit function theorem. --- Integral transform. --- Invertible matrix. --- Leibniz integral rule. --- Lie algebra. --- Mathematical induction. --- Mathematical proof. --- Mean value theorem. --- Multinomial theorem. --- Neighbourhood (mathematics). --- Neumann series. --- Nilpotent group. --- Orthogonal transformation. --- Orthonormal basis. --- Oscillatory integral. --- Paley–Wiener theorem. --- Parametrix. --- Parity (mathematics). --- Partial differential equation. --- Partition of unity. --- Plancherel theorem. --- Polynomial. --- Power function. --- Power series. --- Product rule. --- Property B. --- Pseudo-differential operator. --- Pullback (category theory). --- Quadratic form. --- Regularity theorem. --- Riesz transform. --- Schwartz space. --- Scientific notation. --- Self-adjoint operator. --- Self-adjoint. --- Sesquilinear form. --- Several complex variables. --- Singular integral. --- Special case. --- Summation. --- Support (mathematics). --- Symmetrization. --- Theorem. --- Topology. --- Triangle inequality. --- Unbounded operator. --- Union (set theory). --- Unitary transformation. --- Variable (mathematics).
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River catchments and reservoirs play a central role in water security, food supply, flood risk management, hydropower generation, and ecosystem services; however, they are now under increasing pressure from population growth, economic activities, and changing climate means and extremes in many parts of the world. Adaptive management of river catchments and reservoirs requires an in-depth understanding of the impacts of future uncertainties and thus the development of robust, sustainable solutions to meet the needs of various stakeholders and the environment. To tackle the huge challenges in moving towards adaptive catchment management, this book presents the latest developments in cutting-edge knowledge, novel methodologies, innovative management strategies, and case studies, focusing on the following themes: reservoir dynamics and impact analysis of dam construction, optimal reservoir operation, climate change impacts on hydrological processes and water management, and integrated catchment management.
downscaling --- suspended sediment concentration --- modeling --- South-to-North Water Transfer Project --- sensitivity analysis --- simulation --- protection zone --- reservoirs --- mussel --- sediment regime --- resilience and robustness --- optimal flood control operation --- multi-objective model --- optimization --- scenario analysis --- floodplain vertical shape index --- aftereffect --- lentic habitats --- energy --- stochastic linear programming --- ?-constrained method --- Tekeze basin --- runoff --- cascade reservoirs --- costs and benefits --- sediment flushing efficiency --- vulnerability --- Heihe River Basin --- TB-MPC --- heating impact --- flushing efficiency --- system dynamics --- Indian Monsoon --- shaft spillway pipe --- integrated supply system modeling --- seasonal rainfall --- sediment management --- design and operation of the multipurpose reservoir --- Kappa distribution --- CO2 --- reliability --- uncertainty --- Yangtze River --- Markov chain --- the Yangtze River --- Environmental Fluid Dynamics Code (EFDC) model --- land and water resources --- integrated surface water-groundwater model --- Heilongjiang --- Kurobe River --- flow regime --- numerical simulation --- long distance water diversion --- tropical reservoir --- multi-stage stochastic optimization --- direct policy search --- inverted siphon --- environmental flow --- parameterization --- accompanying progressive optimality algorithm --- integrated management --- hydropower stations --- differential evolution algorithm --- sediment flushing of empty storage --- back propagation neural network --- NSGA-II --- two-dimensional bed evolution model --- real-time control --- upper Chao Phraya River Basin --- CMIP5 --- genetic algorithm --- dam --- irrigation --- CMIP3 --- water energy --- discharge --- the Jingjiang River Reach --- water environmental capacity (WEC) --- climate change --- shortage ratio: Vulnerability --- optimal scheduling --- hydrology --- Siemianówka --- ungauged basin --- game theory --- power function --- SWAT --- Dokan Dam --- natural flow regime --- bitterling --- reservoir flushing --- vertical profiles of concentration --- ratio curve --- partial gauged basin --- sediment load --- adaptive management --- water deficit --- the upper Yangtze River Basin --- Miyun Reservoir --- parameter relation --- stochastic dynamic programming --- NPP --- runoff response --- Narew River --- coupling model --- Langcang-Mekong River --- drinking water resources --- the Huangshi Reservoir --- reverse regulation --- nutrient uptake --- water resources allocation --- multi-agent of river basin --- HEC-ResPRM --- dynamic programming with progressive optimality algorithm (DP-POA) --- reservoir operation --- sea surface temperatures --- reservoir simulation model --- SWAT model --- El Niño/Southern Oscillation --- CORDEX-Africa --- hedging policy --- multi-objective optimization NSGA II --- reservoir --- general regression neural network --- flood control --- Jingjiang River Reach --- catchment modelling
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