biophysics

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#### Related Questions in Physics

• ##### Q :Define Landauers principle Landauer's

Landauer's principle: The principle which defines that it doesn't explicitly take energy to calculate data, however instead it takes energy to remove any data, as erasure is a vital step in computation.

• ##### Q :Problem on waveforms The voltage v mV

The voltage v mV in a circuit is given by:

v = 20 sin (200 Πt - 0.7854)

where t is the time in seconds

(a) State the amplitude, frequency, period and phase angle of v.
(b) Determine the initial voltage.
(c) Determin

• ##### Q :Difference between the electron and a

Write down the vital difference between the electron and a beta ray?

• ##### Q :Define Steradian or SI unit of solid

Steradian: sr: The supplementary SI unit of solid angle stated as the solid central angle of a sphere which encloses a surface on the sphere equivalent to the square of the sphere's radius.

• ##### Q :Explain Stern-Gerlach experiment

Stern-Gerlach experiment (O. Stern, W. Gerlach; 1922): The experiment which explains the features of spin (that is intrinsic angular momentum) as a different entity apart from the orbital angular momentum.

• ##### Q :Explain Millikan oil drop experiment

Millikan oil drop experiment (R.A. Millikan): A famed experiment designed to compute the electronic charge. The drops of oil were carried past a consistent electric field among charged plates. Subsequent to charging the drop with x-ra

• ##### Q :Calculating current in magnetically

For the magnetically coupled circuit in Figure a, calculate I1 and I2. If the dotted terminals in are changed so that the circuit now becomes that in Figure b, re-calculate I1 and I2.

• ##### Q :What is Refraction law Refraction law:

Refraction law: For a wave-front travelling via a boundary among two media, the first with a refractive index of n1, and the other with one of n2, the angle of incidence theta is associated to the angle of refraction phi by:

• ##### Q :Describe Wiedemann-Franz law

Wiedemann-Franz law: It is the ratio of the thermal conductivity of any pure metal (substance) to its electrical conductivity is just about constant for any specified temperature. This law holds pretty well apart from at low temperatures.