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The boltzman equation describes thermodynamic systems not in equilibrium. It is a kinetic equation that describes changes in macroscopic quantities such as energy or charge. The field of electrophysiology studies properties of excitable cellular membranes as these electric properties are essencial for signal transport within the organisms. Among other things, electrophysiologists measure how electric currents flowing through ionic channels sitting in cellular membranes change in response to changes in voltage or different ion concentraions accross the membrane. These measurements can describe properties of the channels such as ionic conductance, selectivity, sensitivity to toxins/drugs, channel opening/closing kinetics, etc. The Boltzman equation helps fitting curves that describe these voltage-current relationships.

Q: Use of boltzmann equation in electrophysiology?

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Boltzmann's constant relates the average kinetic energy of particles in a gas with the temperature of the gas.

Use the equation that shows the relationship between ohms and the properties that are known.

He did that equation very quickly.

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I would use this equation. $40.00x24x365 This is the equation I would use.

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http://www.knowledgerush.com/kr/encyclopedia/Boltzmann_distribution/

The relation between temperature and energy is given by the Boltzmann equation. Boltzmann found a consatn( called the boltzmann constant) that relates the two. That is Energy=k*T

P. M. Stocker has written: 'Numerical solutions of the Boltzmann-Vlasov equation'

Journal of Cardiovascular Electrophysiology was created in 1983.

Ludwig Boltzmann was born on February 20, 1844.

Ludwig Boltzmann was born on February 20, 1844.

Ludwig Boltzmann Prize was created in 1953.

One famous scientist who studied thermodynamics is Ludwig Boltzmann. He made significant contributions to the field, including the development of statistical mechanics and the formulation of the famous Boltzmann equation. His work laid the foundation for our understanding of the behavior of gases and the concept of entropy.

D. Regan has written: 'Evoked potentials in psychology, sensory physiology and clinical medicine' -- subject(s): Evoked potentials (Electrophysiology) 'Human brain electrophysiology' -- subject(s): Brain, Electroencephalography, Electrophysiology, Evoked Potentials, Evoked potentials (Electrophysiology), Magnetic fields, Neurophysiology, Physiology

Ludwig Boltzmann has written: 'Vorlesungen uber Gastheorie'

This number is linked to the equation of state of an ideal gas law: pV=NkT. Where p=pressure(Pa), v=volume(m3), N (number of particles in the gas), k= Boltzmann's constant (1.38x10^-23) and T=absolute temperature. This equation is made more convenient to use by converting it to the equation- pV=nRT. Here, n stands for number of moles of a gas and R is the constant ( which equals 8.3105 Joules per mole per kelvin.) You get your number (8.3105) by the product of Boltzmann's constant (from the first equation) and the number of particles in a mole ( Avogadro's constant). (1.38x10^-23) x (6.0221415x10^23)= 8.3105. QUOD ERAT DEMONSTRANDUM

Visible spectra are associated with electron energy state transitions; vibrational modes show up in the infrared. If you're asking about black body radiation then you can use the Maxwell-Boltzmann equation to calculate the temperature.