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Chap-4
... 4.3 A generalized statement of the second law (review) Calculation of entropy requires an equivalent reversible process. [But all natural processes are irreversible since they move a system from a nonequilibrium state toward a condition of equilibrium.] The second law can be stated more generally i ...
... 4.3 A generalized statement of the second law (review) Calculation of entropy requires an equivalent reversible process. [But all natural processes are irreversible since they move a system from a nonequilibrium state toward a condition of equilibrium.] The second law can be stated more generally i ...
Some ideas from thermodynamics
... and the Second Law, which posits a new thermodynamic function, entropy, that (in a closed system) always increases or remains the same. The remainder of thermodynamics consists of empirical relations (equation of state, specific heat) and relationships that can be derived from them. ...
... and the Second Law, which posits a new thermodynamic function, entropy, that (in a closed system) always increases or remains the same. The remainder of thermodynamics consists of empirical relations (equation of state, specific heat) and relationships that can be derived from them. ...
Static of fluids
... Q = m · c · ∆T = C · ∆T dove C = m · c Q heat ABSORBED (Q > 0) or LOST (Q < 0) by a body (in which there are not phase transitions); ∆T variation of temperature; m mass of the body; c [cal / Kg o C] specific heat; C [cal / o C] heat capacity of the body In purely thermal transformations the heat is ...
... Q = m · c · ∆T = C · ∆T dove C = m · c Q heat ABSORBED (Q > 0) or LOST (Q < 0) by a body (in which there are not phase transitions); ∆T variation of temperature; m mass of the body; c [cal / Kg o C] specific heat; C [cal / o C] heat capacity of the body In purely thermal transformations the heat is ...
1-3 - University of Reading
... relationship between volume, pressure and energy. We can link the two by considering how much work we do on the gas goes into changing its internal energy. ...
... relationship between volume, pressure and energy. We can link the two by considering how much work we do on the gas goes into changing its internal energy. ...
Thermodynamic functions - Phase Transformations Group
... independent of interatomic spacing. The state in which the gas is uniformly dispersed is far more likely than the ordered state in which it is partitioned. This is expressed in terms of a thermodynamic function called entropy S, the ordered state having a lower entropy. In the absence of an enthalpy ...
... independent of interatomic spacing. The state in which the gas is uniformly dispersed is far more likely than the ordered state in which it is partitioned. This is expressed in terms of a thermodynamic function called entropy S, the ordered state having a lower entropy. In the absence of an enthalpy ...
Entropy in chemical thermodynamics
... system (where = entropy per unit mass). = the rate of entropy flow due to the flow of heat across the system boundary. = the rate of internal generation of entropy within the system. Note, also, that if there are multiple heat flows, the term is to be replaced by where is the heat flow and Tj is the ...
... system (where = entropy per unit mass). = the rate of entropy flow due to the flow of heat across the system boundary. = the rate of internal generation of entropy within the system. Note, also, that if there are multiple heat flows, the term is to be replaced by where is the heat flow and Tj is the ...
Thermodynamic system
A thermodynamic system is the content of a macroscopic volume in space, along with its walls and surroundings; it undergoes thermodynamic processes according to the principles of thermodynamics. A physical system qualifies as a thermodynamic system only if it can be adequately described by thermodynamic variables such as temperature, entropy, internal energy and pressure. The thermodynamic state of a thermodynamic system is its internal state as specified by its state variables. A thermodynamic account also requires a special kind of function called a state function. For example, if the state variables are internal energy, volume and mole amounts, the needed further state function is entropy. These quantities are inter-related by one or more functional relationships called equations of state. Thermodynamics defines the restrictions on the possible equations of state imposed by the laws of thermodynamics through that further function of state.The system is delimited by walls or boundaries, either actual or notional, across which conserved (such as matter and energy) or unconserved (such as entropy) quantities can pass into and out of the system. The space outside the thermodynamic system is known as the surroundings, a reservoir, or the environment. The properties of the walls determine what transfers can occur. A wall that allows transfer of a quantity is said to be permeable to it, and a thermodynamic system is classified by the permeabilities of its several walls. A transfer between system and surroundings can arise by contact, such as conduction of heat, or by long-range forces such as an electric field in the surroundings.A system with walls that prevent all transfers is said to be isolated. This is an idealized conception, because in practice some transfer is always possible, for example by gravitational forces. It is an axiom of thermodynamics that an isolated system eventually reaches internal thermodynamic equilibrium, when its state no longer changes with time. According to the permeabilities of its walls, a system that is not isolated can be in thermodynamic equilibrium with its surroundings, or else may be in a state that is constant or precisely cyclically changing in time - a steady state that is far from equilibrium. Classical thermodynamics considers only states of thermodynamic systems in equilibrium that are either constant or precisely cycling in time. The walls of a closed system allow transfer of energy as heat and as work, but not of matter, between it and its surroundings. The walls of an open system allow transfer both of matter and of energy. This scheme of definition of terms is not uniformly used, though it is convenient for some purposes. In particular, some writers use 'closed system' where 'isolated system' is here used.In 1824 Sadi Carnot described a thermodynamic system as the working substance (such as the volume of steam) of any heat engine under study. The very existence of such thermodynamic systems may be considered a fundamental postulate of equilibrium thermodynamics, though it is not listed as a numbered law. According to Bailyn, the commonly rehearsed statement of the zeroth law of thermodynamics is a consequence of this fundamental postulate.In equilibrium thermodynamics the state variables do not include fluxes because in a state of thermodynamic equilibrium all fluxes have zero values by definition. Equilibrium thermodynamic processes may of course involve fluxes but these must have ceased by the time a thermodynamic process or operation is complete bringing a system to its eventual thermodynamic state. Non-equilibrium thermodynamics allows its state variables to include non-zero fluxes, that describe transfers of matter or energy or entropy between a system and its surroundings.