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<title type="245">Memorandum from Newton Underwood to Clifford Beck</title>
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<author>Underwood, Newton</author>
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<p>Nuclear Reactor Digitization Project</p>
<p>Raymond L. Murray Reactor Project Notebook</p>
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<date>September 26, 1952</date>
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<front><div1 type="summary" n="1">
<head><hi rend="bold"><hi rend="center">Memorandum from Newton Underwood to Clifford Beck</hi><lb/>
<bibl><abbr>Typescript</abbr><lb/> <extent>1 p.</extent> <lb/><date value="1952-09-26">September 26, 1952</date><lb/> <idno rend="suppress">MurNBionization091052</idno></bibl></hi></head>
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<div1 type="memorandum" n="1">
<opener>
<dateline><date value="1952-09-26">September 26, 1952</date></dateline>
To <name type="person">Clifford Beck</name><lb/>
From <name type="person">Newton Underwood</name><lb/>
Subject - Ion Chambers</opener>

<p>
The basic specifications for the linear integrated ion<lb/>
current systems which <name type="person">Dr. Waltner</name>, myself, and the Reactor<lb/>
Committee arrived at after much discussion and several meetings<lb/>
are.-</p>
<p>1.  At 10,000 watts, the neutron flux should produce a<lb/>
current of approximately 100 micro-amperes. According to<lb/>
computations of neutron flux at the location of the ion chambers<lb/>
by <name type="person">Menius</name> and <name type="person">Murray</name>, this maybe translated as about 1 <orig reg="micro-ampere">micro-<lb/>
ampere</orig> per 10<hi rend="sup">8</hi> neutrons per cm<hi rend="sup">2</hi> per sec.</p>
<p>2. The automatic controls should function at as low a power<lb/>
level as feasible.</p>
<p>3. The calibration should be as stable as possible.</p>
<p>4.  The power level safety trips should release the rods<lb/>
within 20 milliseconds of a 20 to 30 percent overshoot of the<lb/>
predetermined level.
</p>
<p>The lower level limit of power at which the linear systems<lb/>
will operate satisfactorily is determined by many factors. The<lb/>
more important ones are.-
<list><item>1. Sensitivity of the amplifier.</item>
<item>2. Current output of the ion chambers per neutron flux.</item>
<item>3. Insulation resistance which can be maintained.</item>
<item>4. Current output of the ion chambers when there is no<lb/>
neutron flux.</item></list></p>
<p>We have assumed that the input insulation resistance can be<lb/>
maintained sufficiently high so that it is possible to use a<lb/>
maximum input resistance in the amplifier of 10<hi rend="sup">9</hi> ohms. In this<lb/>
case the smallest current that will give full scale deflection is<lb/>
10<hi rend="sup">-8</hi> amperes. In accord with the previous assumptions this will<lb/>
correspond to a reactor power of 1 watt.</p>
<p>It is evident that the current in the ionization chamber<lb/>
caused by residual activity must be negligible in comparison to<lb/>
10<hi rend="sup">-8</hi> amperes. This implies a very careful choice of constructional<lb/>
material (Carbon, Magnesium, and lead, and quartz insulation)<lb/>
and the use of Boron 10 instead of U235 as the surface coating<lb/>
for the electrodes. The &#x03B1; current from 1 gm of U235 (about 2<lb/>
micro curies) spread over 1000 cm<hi rend="sup">2</hi> would theoretically be of the<lb/>
order of 10<hi rend="sup">-9</hi> amperes. Also gas must flow through the chamber to<lb/>
sweep out activated atmosphere.</p>
<p>
If for any reason the ion current obtained when the reactor<lb/>
is operating at 10 KW should turn out to be less than 100 <orig reg="micro-amperes">micro-<lb/>
amperes</orig> then the above numbers would have to be modified according.
</p>
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