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HW18-8a-f

Course: ECE 4130, Spring 2008
School: Cornell
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of 10-6 Principles Nuclear Reactors Chap. 10 8. Consider a homogeneous, are, spherical, source-free,critical, uranium-fueled b reactor operating at a power Po- Explain how and why the power increases, decreases, r remains unchangedas a result of eachof the separatechangesto o the reactor(a) The reactor is deformed into the shape of a football (ellipsoid). (b) A person stands next to the core. (c) The...

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of 10-6 Principles Nuclear Reactors Chap. 10 8. Consider a homogeneous, are, spherical, source-free,critical, uranium-fueled b reactor operating at a power Po- Explain how and why the power increases, decreases, r remains unchangedas a result of eachof the separatechangesto o the reactor(a) The reactor is deformed into the shape of a football (ellipsoid). (b) A person stands next to the core. (c) The temperature of the core is raised. (d) A neutron sourceis brought closeto the core. (e) An energetic electron beam impacts the core. (f) The reactor is run at high power for a long time. (g) The core is launched into outer space. (h) A sheet of cadmium is wrapped around the core. (i) The enrichment of the fuel is increased. Solution: (a) kooremains unchanged (property of core material alone). But increasing the surface-to-volume ratio causesthe neutron leakage to increase and hence ~{ and ~~ decreaseand the reactor becomessubcritical and the power decreases. (b) kooremains unchanged,but the personacts as a neutron reflector causing the non-leakage probabilities to increase. Hence, the reactor becomes supercritical and the power increases. (c) Reactors that are licensedto operate must have a "negative temperature coefficient" that so as the core temperature increases keff must decrease causing the reactor to becomesubcritical and hencethe powerto decrease. Increasing the temperature of our hypothetical spherical reactor causes the core to expand. koochangeslittle; but the expanded core has a larger surface area which allows more neutrons to leak from the core. Hence p~ and ~~ decreaseand keff becomes< 1 and the power decreases. (d) A neutron source has no effect on keff! However, in each neutron cycle it adds extra neutrons that are faithfully maintained by the critical chain reaction. Thus, the neutron population increasesin time and the power increaseseven though Keff= 1. (e) Electrons produce bremsstrahlungas they slow down in the core material. These bremsstrahlungphotons can have energiesup to that of the kinetic energy of the electrons. Henceenergetic photons will be produced. These photons can then cause (-r,n) reactions in the core. The photoneutrons then act as a neutron source. As in the previous change, kef!is unchanged but the power increases. (f) At high power levels, fuel is consumed (1] decreases) nd fission products a are produced (/ decreases) o that kef! decreases. Offsetting this effect s July 24, 2002
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Cornell - ECE - 4130
10-7is the breeding of new 239pufissile fuel from 238U.However, unless the reactor is a breederreactor, the former effectsdominate and koodecreases to less that one and the power will decrease. (g) When the reactor is in space there will be less neutron
Cornell - ECE - 4130
10-11From the previous problem, koo = 1.1647and f = 0.5632. From Table 10.2, we find rH20 = 27 cm2 and Lk2o = 8.1 cm2. The above equation thus reducestoM235&quot;j;[ff;i5 NH2OAH2O'-N235A235= 6,000g = 6.00 kg.15. A control rod is dropped into a critical,
Cornell - ECE - 4130
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Cornell - ECE - 4130
10-1319. A reactivity insertion into an initially critical reactor operating at steady state causesthe power to increase from 100 W to 10 kW in 6 minutes. What was the value of the reactivity insertion in $?Solution:From Eq. (10.16), which can be writt
Cornell - ECE - 4130
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Cornell - ECE - 4130
10-15where r =Ax/ A[ ~ 0.724. Take the logarithm of both sides and solve for tmax to get the desired result, namely tmax= -:&gt;;~ 1 In r 1 + (1 -r)I(O)' ] X(O)cfw_[(P10.6)Now consider under what conditions there is a rise in 135Xe ollowing the shutf do
Cornell - ECE - 4130
July 24, 2002
Cornell - ECE - 4130
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Cornell - ECE - 4130
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Cornell - ECE - 4130
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Cornell - ECE - 4130
11-7disadvantages: .As a gas, it has negligible affect on the neutrons in the core. Thus, another material must be used as a moderator. In He cooled reactors, graphite is usually used as the moderator. .Helium is moderately expensive. .For accidentsinvol
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Nuclear PowerChap. 1112. Over a period of one year what mass (in kg) of fissionproducts is generated by a 1000MWe power reactor?Solution:Assumethe power plant has an electrical conversionefficiency 1]~ 33% .Then the thermal energygeneratedin ~t = 365.
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