Electrical reactance 1970-01-01
Electrical reactance is a measure of how much a circuit impedes the flow of alternating current (AC) due to the presence of inductance and capacitance, rather than resistance. Unlike resistance, which dissipates energy as heat, reactance stores energy in electric or magnetic fields and causes a phase shift between the voltage and current waveforms.
Electrical resistance and conductance 1970-01-01
Electrical resistance and conductance are two fundamental concepts in electrical engineering and physics that describe how materials respond to the flow of electric current. ### Electrical Resistance **Definition**: Electrical resistance is a measure of the opposition that a material offers to the flow of electric current. It is denoted by the symbol \( R \). **Unit**: The unit of resistance is the ohm (Ω).
Electrical resistivity and conductivity 1970-01-01
Electrical resistivity and conductivity are two fundamental properties of materials related to their ability to conduct electric current. ### Electrical Resistivity - **Definition**: Electrical resistivity (often denoted as \( \rho \)) is a measure of how strongly a material opposes the flow of electric current. It quantifies how much resistance is encountered when an electric charge moves through a material. - **Units**: The SI unit of resistivity is ohm-meter (Ω·m).
Electron mobility 1970-01-01
Electron mobility refers to the ability of electrons to move through a material when subjected to an electric field. It is a crucial parameter in understanding the electrical properties of semiconductors and conductors. Mobility is typically denoted by the symbol \( \mu \) and is defined as the proportionality constant between the drift velocity of charge carriers (in this case, electrons) and the electric field applied.
Energy flux 1970-01-01
Energy flux is a measure of the rate at which energy is transferred or radiated through a given surface area. It quantifies how much energy passes through a unit area in a specific direction per unit of time. The concept is commonly used in fields such as physics, engineering, and environmental science to describe the flow of energy.
Vapor quality 1970-01-01
Vapor quality is a term used in thermodynamics and fluid mechanics to describe the proportion of vapor in a mixture of liquid and vapor phases, particularly in the context of phase change processes such as boiling or condensation. It is typically expressed as a fraction or percentage.
Chinese astronomers 1970-01-01
Chinese astronomers refer to the scientists and scholars from China who study celestial bodies, astronomical phenomena, and the universe as a whole. Chinese astronomy has a rich history that dates back thousands of years and includes significant contributions to the field, such as the development of astronomical instruments, the recording of celestial events, and the formulation of calendars based on astronomical observations.
List of equations in fluid mechanics 1970-01-01
Fluid mechanics is a complex field of study that encompasses a wide range of phenomena related to the behavior of fluids (liquids and gases) in motion and at rest. Below is a list of some fundamental equations and principles commonly used in fluid mechanics: ### 1.
List of equations in nuclear and particle physics 1970-01-01
In nuclear and particle physics, a variety of equations are used to describe phenomena, processes, and fundamental interactions. Below is a list of some important equations and principles relevant to these fields: ### Fundamental Equations of Nuclear Physics 1. **Mass-Energy Equivalence**: \[ E = mc^2 \] - Describes the relationship between mass (m) and energy (E), where \(c\) is the speed of light.
Magic wavelength 1970-01-01
The term "magic wavelength" refers to a specific wavelength of light that is used in optical trapping techniques, particularly in the field of laser cooling and trapping of atoms. At the magic wavelength, the polarizability of two different energy states of an atom is equal, which means that the forces experienced by the two states in an optical lattice or trap are the same.
Magnetic field 1970-01-01
A magnetic field is a region around a magnetic material or a moving electric charge within which the force of magnetism acts. It is represented by magnetic field lines that indicate the direction and strength of the magnetic force. The magnetic field can affect other charged particles and materials, resulting in forces that can cause motion or alignment, as experienced with magnets.
Magnetic helicity 1970-01-01
Magnetic helicity is a topological property of magnetic fields that characterizes their twist and linkage. In more concrete terms, it is a measure of the complexity of a magnetic field configuration, specifically how "twisted" or "linked" various field lines are with respect to each other.
Permeation 1970-01-01
Permeation is the process by which a substance, such as a gas or liquid, passes through a barrier or material. This process involves the movement of molecules through the microscopic pores or spaces within the barrier. Permeation is a critical concept in various fields, including chemistry, materials science, and engineering, as it influences the behavior and performance of materials in response to external substances. In practical applications, permeation is often discussed in context with membranes, coatings, and filters.
Persistence length 1970-01-01
Persistence length is a measure used in polymer physics and linked fields to describe the stiffness of a polymer or flexible chain. It is defined as the length over which the direction of a segment of the polymer chain is correlated. In simpler terms, it quantifies how far along the chain a segment remains oriented in the same direction before it begins to bend or twist. The persistence length is important for understanding the conformational properties of polymers, biopolymers (like DNA and proteins), and other complex systems.
Phase (waves) 1970-01-01
In the context of waves, "phase" refers to the specific point in the cycle of a wave at a given time. It indicates the position of the wave in its oscillation relative to its starting point, typically measured in degrees or radians. Since a complete wave cycle corresponds to 360 degrees (or \(2\pi\) radians), the phase can tell you how far along the wave is.
Gregory Gabadadze 1970-01-01
Gregory Gabadadze is a physicist known for his work in theoretical physics, particularly in areas related to cosmology, general relativity, and the study of dark energy and modified gravity theories. His research often involves exploring the fundamental aspects of gravity and the universe, including the dynamics of extra dimensions and the implications of these theories for our understanding of cosmic phenomena.
Maia Miminoshvili 1970-01-01
Hypothetical elementary particles 1970-01-01
Hypothetical elementary particles are theoretical constructs in physics that have not yet been observed or confirmed experimentally. These particles are proposed to explain various phenomena in the universe or to extend our understanding of fundamental forces and matter. Some well-known examples of hypothetical elementary particles include: 1. **Supersymmetric Particles**: These are predicted by theories of supersymmetry, where each known particle has a heavier partner.
Colombian astronomers 1970-01-01
"Colombian astronomers" refers to astronomers from Colombia or those who conduct astronomical research and observations within the country. Colombia has made significant contributions to the field of astronomy, particularly in the context of its geographical location, which provides opportunities for astronomical observations of various celestial phenomena. Colombian astronomers are involved in various areas of research, including astrophysics, cosmology, planetary science, and observational astronomy. They may work at universities, research institutions, and observatories across the country.
Quantum potential 1970-01-01
Quantum potential is a concept from quantum mechanics that arises in the context of de Broglie-Bohm theory, also known as pilot-wave theory. In this interpretation of quantum mechanics, particles have definite trajectories guided by a "pilot wave," which is described by the wave function. The quantum potential influences the motion of particles and is derived from the wave function of the system.