Answer True, False, or Cannot tell to each of the five statements below. E.g., if the answer to the first statement is `true' and to the rest, `cannot tell', enter TCCCC. a. A particle with energy E, has a greater speed at B than at C.EE1E2ARpositionb. A mass is held on top of an uncompressed spring and let go. The graph represents the situation accurately.E0PESpring PECGravitational PEpositionKE positionc. The graph shows the force required to stretch two springs as a function of their length. Spring 2 feels stiffer than spring 1.FE10Xd. A spring (constant 4k) is stretched d; a second spring (constant k) is stretched 2d. The same PE is stored in each spring.e. A particle with energy E, moving to the right reflects from point f.EITSa2bPE1positionef

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126 Assuming that the nucleons in the nucleus behave as particles moving inde- pendently and contained within a hard-walled box of volume (4/3)л R³ where R is the nuclear radius, calculate the maximum Fermi momentum for a pro- ton in 29 Cu63 the nuclear radius being 5.17 fm. A proton beam of kinetic energy 100 MeV (momentum 570.4 MeV/c) is incident on a target 29 Cu63. Would you expect any pions to be produced by the reaction p + p → d+л from protons within the nucleus (neglect the binding energy of nucleons in the copper, i.e assume a head-on collision with a freely moving proton having maximum Fermi momentum and calculate the total energy in the CMS of the p+ p collision). The binding energy of the deuteron is 2.2 MeV [University of Bristol 1969]
1). If the Sun creates 3.85 X 1026 W of power at a temperature of 5800 K, what is the total entropy increase in the Sun over its entire lifetime (4.5 billion years)? Compare this to the entropy increase of Rigel (L = 1.2 X105 Lsuni T = 12,100 K) %3D over its lifetime (8.02 million years). Which has gained more entropy?
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Q. In the usage of Glutamate production, calculate the Mass/ Energy Balances; if you know that the share percentage is 0.7% to produce 37500 tons/year. And the strain used is Corynebacterium glutamicum.
Vapor pressure of a pure component (Psat) can be computed from the correlation equations. Beattie et al.(1951) gives the following equation between 50.00 to 160.60 °C for neopentane: 1136.462 log10 pat = 3.901633 + 4.99118 10-4 T T (temperature in K and vapor pressure is in atmospheres). The critical temperature (Te) and critical pressure (Pc) of neopentane are 160.60°C and 31.57 atmospheres respectively. Using the information given above and the class notes, answer the questions #1. 1. The acentric factor w is used a characterization parameter in phase behavior calculations. Acentric factor is a measure of sphericity of a molecule. The definition of w is given below. psat @ =- log10 --1.0 prat is calculated at T/Tc= 0.7 Pc Here Pal is the vapor pressure of the component and, P. and T are critical properties of the component. Psat/P¢and T/Tc must be unitless (T and Tc must be in R or K). Calculate the acentric factor of neopentane (CSH12) using Antoine vapor pressure equation. (In data…
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b) Suppose a radioactive mineral sample undergoes decay. Originally, it contains Do number of non-radioactive daughter elements and No number of parent elements. Show that the expression for total daughter elements present now [i.e., D(t)now], will be a straight line (called isochron) with respect to the present number of parent elements. (mention the expression of the slope of the line).
Question 3: In a microcanonical ensemble for 'N' non interacting molecules of an ideal gas in a specific volume 'V', how can you develop an expression for entropy (S) and change in entropy of the system if the given system obeys the Boltzmann's statistics. Using the derived value of entropy formulate an expression for ideal gas equation
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