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A stable state refers to a condition in which a system remains consistent over time unless disturbed by an external force. It is often characterized by equilibrium where internal processes are balanced and fluctuations are minimized, facilitating predictability and control within the system.
Dynamic equilibrium occurs in a system where two opposing processes happen at the same rate, resulting in no net change in the system's state. It is a hallmark of reversible reactions, where reactants and products are continuously interconverted but their concentrations remain constant over time.
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Homeostasis is the physiological process by which biological systems maintain stability and equilibrium in response to changing external conditions. It is essential for the survival of organisms, enabling them to regulate internal environments such as temperature, pH, and ion concentrations to ensure optimal functioning.
A phase transition is a transformation between different states of matter, such as solid, liquid, and gas, driven by changes in external conditions like temperature and pressure. It involves critical phenomena and can be characterized by abrupt changes in physical properties, such as density or magnetization, at specific transition points.
A feedback loop is a system structure that causes output from one node to eventually influence input to that same node, creating a cycle of effects. It can be either positive, amplifying changes and driving growth, or negative, stabilizing the system by counteracting changes.
Bifurcation theory studies how the qualitative behavior of dynamical systems changes as parameters vary, often leading to sudden shifts or the emergence of new patterns. It is crucial in understanding phenomena like chaos, pattern formation, and phase transitions in various scientific fields.
Thermodynamic stability refers to the state of a system where it is in its lowest energy configuration and is resistant to spontaneous changes unless external conditions are altered. It is a fundamental concept in thermodynamics that determines the feasibility and direction of chemical reactions and phase transitions.
A steady state system is a dynamic system in which variables remain constant despite ongoing processes and changes within the system. It is characterized by a balance where inputs equal outputs, leading to a stable configuration over time.
Perturbation theory is a mathematical approach used to find an approximate solution to a problem by starting from the exact solution of a related, simpler problem and adding corrections. It is widely used in quantum mechanics and other areas of physics to deal with systems that cannot be solved exactly due to small disturbances or interactions.
An equilibrium state refers to a condition in a system where all competing influences are balanced, resulting in a stable state that does not change over time without external intervention. This concept is fundamental in various fields, such as physics, chemistry, and economics, where it describes the point at which a system is in balance and no net change occurs unless disturbed by external forces.
An asynchronous sequential circuit is a type of digital circuit where changes in the output state depend on the order and timing of input changes rather than being synchronized by a global clock signal. These circuits are often more complex to design and analyze due to potential hazards and race conditions, but they can offer advantages in speed and power consumption in certain applications.
The 'Final State' refers to the ultimate condition or outcome of a system or process after it has undergone all changes or transformations. It is a critical concept in fields like physics, computer science, and systems theory, as it often determines the end behavior or result of dynamic processes.
Monostable, astable, and bistable modes refer to different operational states of multivibrator circuits, each defined by the number of stable states they possess: monostable has one, astable has none, and bistable has two. These modes impact how the circuit behaves in applications like timing, oscillation, and data storage.
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