Determine the basic term of heat capacity for a ferro magnetic material which is having low temperatures. Consider the magnon dispersion relation as = Ak?. !! (a) C =0.113k Ah 3 ka (b) C =1.13k, Ah B (c) C=0.113 Ah (d) C =1.3k Ah
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- Pls help ASAP.Fused quartz transmits 90 percent of the incident thermal radiation between 0.2 and 4 µm. Suppose a certain heat source is viewed through a quartz window. What heat flux in watts will be transmitted through the material from blackbody radiation sources at (a) 800◦C, (b) 550◦C, (c) 250◦C, and (d ) 70◦C?Help me with this question
- The following figure shows how the ratio of ASH3 to Ga(CH3)3 partial pressures in MOCVD affects the conduction type (n or p) and net carrier concentration of the GaAs film (S. Ito, T. Shinohara, and Y. Seki, Journal of the Electrochemical Society, vol. 120, p. 1419 (1973)). With more Ga(CH3)3 and less ASH3, the GaAs film becomes p-type. With less Ga(CH:)3 and more ASH3, the GaAs film becomes n-type. 1018 GaAs(001) 10 • p-type -- Model Medel n-type 1010 10° 10 10 AstĻIGa(CH ) Ratio Where do carbon atoms go in GaAs by MOCVD? Where are carbon atoms forced to go in GaAs with more Ga(CH:)3 and less AsH: Carrier Concentration (cm2)Assume solar flux falling on a typical panel on planet earth to be 1370 Watts per square meter with sunshine at least half of the year and roughly one quarter of the earth surface bathed in sunlight daily as the planet rotates. The best panels convert photonic energy to electrical energy at about 25 % (efficiency). Given that the world consumes around 600 exaJoules (one exaJ = 1028 J) how much area would be required to power up the world with solar arrays. (Give your answer in square kilometers please!)For CCI4, the viscosity at 0 ° C is 1.33 x 10-3 kg m-1 s-1 and the activation energy is 10.9 kJ mol-1? Estimate the viscosity at 30 ° C.
- Determine the temperature difference (in C°) between the two metals in a thermocouple if the voltage generated is 19 V. Assume a value of 83.6 for the differential Seebeck coefficient of the thermocouple. Express your answer in three decimal places.If one uses an electric conductor that is much thicker than the skin depth, 8, conductive material is wasted because no current flows in the interior of the Q2 (а) conductor. Let us adopt tMy = 28 as an approximate value of the maximum useful thickness. Find tMU for copper at 60 Hz, 10 MHz and 10 GHz. Conductivity for copper is o = 5.8×10’S/m. (b) An electromagnetic wave is incident normally upon a thick metallic slab. The electric field has a magnitude of 10 V/m just inside the surface. What is the electric field at a point 28 below the surface where 8 is the skin depth? (c) For skin-effect theory to apply, it is necessary for conductivity to be sufficiently high. Determine whether skin-effect theory can be applied to: (i) A sample of silicon with relative permittivity ɛ, =11.7, conductivity o = 1000 S/m at frequency f =10 GHz. [4 (ii) A sample of seawater with &, = 81, o=4 S/m at f =1 kHz. ONQuestion 1 a) What is Hall Effect? Explain briefly. b) Show that the number density n of free electrons in a conductor wire is given in terms of the Hall electric field strength E, and the current density J, as n=JB/(eE). (Here we have J-i/A; i is the electric current intensity, and A is the cross-sectional area of the wire.) c) Calculate the voltage V sideway across the conductor given the following. The conductor wire has a square cross section of side d=150 µm. (Note 1 um= 10-6 m.) The magnetic field applied to the conductor has the strength B=0.60 Tesla. The current going through the conductor is i = 25 A. The density of free electrons in the conductor is n= 8.47 x 10²8 electrons/m³. Note further that we have by definition V=Ed.
- Two long parallel 20-cm-diameter cylinders are located 30 cm apart from each other. Both cylinders are black, and are maintained at temperatures 425 K and 275 K. The surroundings can be treated as a blackbody at 300 K. For a 1-mlong section of the cylinders, determine the rates of radiation heat transfer between the cylinders and between the hot cylinder and the surroundings.P13E.2 Explore whether a magnetic field can influence the heat capacity of a paramagnetic molecule by calculating the electronic contribution to the heat capacity of an NO2 molecule in a magnetic field. Estimate the total constantvolume heat capacity using equipartition, and calculate the percentage change in heat capacity brought about by a 5.0T magnetic field at (a) 50K, (b) 298K. Hints: Recall that NO2 has one unpaired electron. Assume that the sample is in the gas phase at 50K and 298KA cloud of 〖"2.5x10"〗^19 electrons move past a given point every 2seconds. How much is the intensity of the electron flow?