A system should be in thermal equilibrium when it has a homogeneous temperature throughout, mechanical equilibrium when there is no net force acting on it, and chemical equilibrium when there are no gradients in chemical potential.
In thermodynamic equilibrium, the system's entropy is maximized, reaching a state of maximum disorder or randomness. This is unique compared to other states of the system where entropy may be increasing or decreasing as the system approaches equilibrium. At equilibrium, the system has reached a stable condition where the distribution of energy and molecules is uniform, making it a distinct state in terms of entropy.
Thermodynamic equilibrium is a state in which a system is not experiencing any net change in its macroscopic properties over time. In this state, the system's temperature, pressure, and other relevant variables are uniform and do not exhibit any gradients. This concept is important in understanding the behavior of systems in thermodynamics.
At thermodynamic equilibrium the dynamic processes for changes in a system have reached a steady state (not changing with time) where temperature has stabilized to a constant, no heat is being exchanged, no work is occurring, composition is constant (reactants are being converted to products at the same rate that the products are converting back to the reactants), pressure is constant, if there is more than one phase, movement between the phases is balanced (for example evaporation and condensation are occurring at the same rate), and there are no concentration gradients.
Equilibrium parameters refer to the specific conditions, such as temperature, pressure, and chemical composition, at which a system is in thermodynamic equilibrium. These parameters define the state of the system where the rates of forward and reverse reactions are equal, resulting in no net change in the system's properties over time. Equilibrium parameters are crucial in understanding and predicting the behavior of chemical and physical systems.
The quasi-balanced state of a thermodynamic system near to thermodynamic equilibrium, in some sense. In a quasistatic or equilibrium process, a sufficiently slow transition of a thermodynamic system from one equilibrium state to another occurs such that at every moment in time the state of the system is close to an equilibrium state. During a quasistatic process, the system reaches equilibrium much faster, almost instantaneously, than its physical parameters vary.
In thermodynamic equilibrium, the system's entropy is maximized, reaching a state of maximum disorder or randomness. This is unique compared to other states of the system where entropy may be increasing or decreasing as the system approaches equilibrium. At equilibrium, the system has reached a stable condition where the distribution of energy and molecules is uniform, making it a distinct state in terms of entropy.
You can search the relevant meaning of the availability condition for thermodynamic system in the wikipedia since there's so much to learn and laws of thermodynamic equilibrium that explains what and those condition works.
At equilibrium in a thermodynamic system, entropy represents the measure of disorder or randomness. It indicates the system's tendency to reach a state of maximum disorder and minimum energy. This is significant because it helps determine the direction in which processes occur and the overall stability of the system.
Entropy is negative in a thermodynamic system when the system is not in equilibrium and is undergoing a process that decreases its disorder or randomness. This typically occurs when energy is being input into the system to organize or order its components.
Thermodynamic equilibrium is a state in which a system is not experiencing any net change in its macroscopic properties over time. In this state, the system's temperature, pressure, and other relevant variables are uniform and do not exhibit any gradients. This concept is important in understanding the behavior of systems in thermodynamics.
At thermodynamic equilibrium the dynamic processes for changes in a system have reached a steady state (not changing with time) where temperature has stabilized to a constant, no heat is being exchanged, no work is occurring, composition is constant (reactants are being converted to products at the same rate that the products are converting back to the reactants), pressure is constant, if there is more than one phase, movement between the phases is balanced (for example evaporation and condensation are occurring at the same rate), and there are no concentration gradients.
Equilibrium parameters refer to the specific conditions, such as temperature, pressure, and chemical composition, at which a system is in thermodynamic equilibrium. These parameters define the state of the system where the rates of forward and reverse reactions are equal, resulting in no net change in the system's properties over time. Equilibrium parameters are crucial in understanding and predicting the behavior of chemical and physical systems.
The phase rule, or Gibbs phase rule, is an equation used to predict the number of degrees of freedom in a thermodynamic system at equilibrium. It relates the number of phases, components, and independent variables in a system. The phase rule helps determine the conditions under which a system can be at equilibrium.
please read the 3 kinds of thermodynamic system maybe it can help you to recognize and you can identify which one can be described. http://www.greenserveuk.com/
that what is the system type you are working on
Yes both the temperature and the pressure should be same because for a system to be in complete thermodynamic equilibrium both the thermal (in which temperature remains the same) and the dynamic (in which the pressure remains the same) equilibriums should be considered. Regards : Shayan Khalid Mechanical engineering department Uet Lahore
Thermodynamic state functions are important in determining the equilibrium and stability of a system because they provide information about the system's energy and properties at a specific state. These functions, such as internal energy and entropy, help in understanding how a system will behave and whether it is in a stable state. By analyzing these state functions, scientists can predict how a system will respond to changes in its surroundings and whether it will reach equilibrium.