To put simply it is where the system is ballanced. Imagine a wave that's getting bigger and bigger as each cycle passes, this is known as an unstable system. Again imagine a wave getting smaller and smaller with each cycle, this is a stable system that tends to zero when this cycle meets the zero point the system is said to have reached its "steady-state" the time in which it takes to reach this state is usually a factor as well as the "overshoot"
Imagine putting a current into a system "turning it on" say it requires 3volts so the zero point discussed before would be the 3Volt point. When you turn the system on it doesnt just reach 3Volts instantly the power could possibly run past 3Volts, known as overshoot, then start to oscillate until it settle down much like a spring. When the oscillations settle down the system has reached steady state. dampening is commonly used to achieve this and prevent overshoot.
Jason MEng
Irregular warfare is a term used for a steady state environment of a 'period of consistent conflict'
what does the term change of state mean
it means that yous are dating but stands would mean that you are just seeing each other
The term you are looking for is "stability." Stability refers to the quality of being firmly established, constant, or unchanging.
Steady state response refers to the output of a system once it has reached a stable condition, with the input being constant over time. It represents the system's behavior after transients have decayed and the system has settled into a consistent output. The steady state response is useful for understanding how a system behaves over the long term.
Closed circuit means circuit is complete without any break in between and current is flowing if there is any source.
The most usual name is the "Steady State" theory. The term "Big Bang" was actually coined by someone who was a proponent of the Steady State theory as a way of making fun of it.
In the context of partial differential equations (PDEs), a steady state refers to a condition where the system's variables do not change over time, meaning that the time derivative is zero. This implies that the solution to the PDE is time-independent, and any spatial variations in the solution remain constant. Steady state solutions are often sought in problems involving heat diffusion, fluid flow, and other dynamic processes to simplify analysis and understand long-term behavior. In mathematical terms, steady state can be represented by setting the time-dependent term in the governing equation to zero.
what does the term change of state mean
Existence
That is the correct spelling of the term "out of state." When used to mean beyond the borders of a nation-state, the term may be extraterritorial or transnational.
Transient stability in a power system refers to the system's ability to maintain synchronism and return to a stable operating condition following a sudden disturbance, such as a fault or a sudden change in load. Steady-state stability, on the other hand, pertains to the system's ability to maintain equilibrium under small disturbances or gradual changes in load while operating in a stable condition. Essentially, transient stability addresses short-term responses to significant events, while steady-state stability focuses on long-term performance under normal operating conditions. Both are crucial for ensuring the reliability and resilience of power systems.