Let H = 40 cos(10ºt – ßz) a¸ A/m in a region for which σ = 0,₁ µ = µ₁, ε = 4ε. Express H in phase form and Find Ja.
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A: Atom : Helium - 3 Temperature (T)= 300 k mass (m) = 3.016 u 1 u = 1.66×10-27 kg kB = 1.38×10-23 Jk
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A: Introduction: For a mole of an ideal gas: ∆H=∆U+∆pv∆H=∆U+∆RT∆H=∆U+R∆T…
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Q: For a gas, Cp = Cy+ R only when it is ideal. True False
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Q: Some incandescent light bulbs are filled with argon gas. What is vrms (in m/s) for argon atoms near…
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Q: A sample of 2.37 moles of an ideal diatomic gas experiences a temperature increase of 65.2 K at…
A: If a system contains a large number of particles and they obey Newtonian mechanics, each molecular…
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- The reaction rate for the prepupal development of male Drosophila is temperature-dependent. Assuming that the reaction rate is exponential as in R x e-bdlCB!) , the activation energy for this development is 3.01 x 10-19 J. A Drosophila is originally at 20.10°C, and its temperature is increasing. If the rate of development has increased 3.50%, how much has its temperature increased? The value of the Boltzmann constant is 1.381 x 10-23 J/K (see Table B.1). °CFind q, △U, and the work done for path ACB for the mono atomic ideal gas system.Assume you are using the attached pressure gauge and a thermocouple with a temperature uncertainty of +/- 1C; assuming ideal gas how accurately can you report the molar volume n/V=RT/P?
- In a certain region for which o = 0, µ = 2µ,, 10€, and E = J= 60 • sin(10°t – Bz) a, mA/m². Find D and HInterstellar space is quite different from the gaseous environments we commonly encounter on Earth. For instance, a typical density of the medium is about 1 atom cm−3 and that atom is typically H; the effective temperature due to stellar background radiation is about 10 kK. Estimate the diffusion coefficient and thermal conductivity of H under these conditions. Compare your answers with the values for gases under typical terrestrial conditions. Comment: Energy is in fact transferred much more effectively by radiation.Hi, could I get some help with this micro-macro connection physics problem involving root mean square speed? The set up is: For an atom in an ideal gas with rms speed in one direction, vx = 100 m/s, and mass m = 6.66e-27 kg, what is the temperature T in kelvin (K) to four digits of precision if Boltzman constant kB = 1.38e-23 J/K? Thank you.