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ORNL-2985.txt
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. ORNL-2985
~ UC-81 - Reactors-Power
S _THE FEASIBILITY OF AN UNATTENDED
NUCLEAR POWER PLANT
-‘,':‘:_'M W. Rosenthal
"M.. M. Yarosh
C, F. Baes, Jr. |
~ R.C. Robertson -
et i A LT p e e e e b e
| |
OAK RIDGE NATIONAI. I.ABORA‘I'ORY
_ | opercted by , '
“UNION. CARBIDE CORPORATION
e for the -
u 5. A‘I’OM!C ENERGY commssuou o
|
b
$1.75
Printed in USA. Price L e Avellable lrom the _
thce ol Technical Servlces '
. \Depenment of Commerce . _
o Weeblng!on 25, D.C. .
7 Tl’us reporf was’ prepared as an occounl of Governmenf sponsored work. Neuther vl-e Um!ed Sfo!es,.' -
AL Mckes any warronfy or represeniahon, expressed or |mpl|ed with respect ‘to the uccurucy,-_
" B.:Assumes any liabilities: wnh respect to the use’ of or fof domuges resulflng from the use ol o
.,As used: in the nbo\ve, ‘person nctmg on behalf of the Commission®” includes any employee or -
'contracfor of the Commsslen, or employee of such contractor, to the extent that such employee
or confrac!or of ‘the Commus:on, or employee of luch contractor - prepares, d:ssemmates, or
Hfl'provldes access to, ‘any “information pursuonl to l'us employmem or t:onirm:f with 'he Commus:on,
. or his employment wnh such contrccfdr. STl e
~LEGAL NOTICE = -
nor ?l'ne Cemmlsslon, nor any person. achng on behulf of the Commissiont
o 'completeness, or usefulness _of ‘the mformaflon confmned in fhls raport,. or |l'|ut the use of
“any information,’ opparutus, meihod .or precess d;sclosed in tlns repon may nof mfrmger'.
_‘prwately owned rights; or °
- any. mlormahon, apporatus, methed, or pfocess dlsclosed in this reperI. B
0
ORNL~-2985
Reactors~Power
TID-4500 (15th ed.)
Contract No. W-ThO5-eng-26
THE FEASIBILITY OF AN UNATTENDED NUCLEAR POWER PLANT
M. W. Rosenthsal
M. M. Yarosh
C. F. Baes, Jr.
R. C. Robertson
DATE ISSUED
SEP§ 1960
OAK RIDGE NATTONAL LABORATORY
- _Oak Ridge, Tennessee
- operated by
UNION CARBIDE CORPORATION .
- .. for the
U.S. ATOMIC ENERGY COMMISSION
TS
a*
&
TABLE OF CONTENTS
A‘bstract ..."........O‘."'....'.,.....C.......-..."'..t....l...l
INTRODUCTION ..ceeaccscacoosasssssssnsoncnssanesssconscasosoosass
SOME COMMENTS ON THE ACHIEVEMENT OF RELIABILITY .veevvosocscossnse
SELECTION OF A REACTOR POWER PLANT ..... creesne cesesssessenssannn
Reactor Type ...................................;................
Power Recovery System .ceeseeecescescssscssessscscsescasscscssssnns
CONCEPT OF A SIMPLIFIED PRESSURIZED-WATER REACTOR ..cicecaccccacs
Primary System cieecereecreaesssecsessscssssssscanansessssasosssens
Reactor Control ..eacsvcecsecosnnsacans cresesstacsrrenroeann
Fuel Elements ..ciiesessssscasacosvsccssssossrscoasascsssssss
Primary Coclant PumlpPS .eueesvevescssessscnssssscsassssscoasnss
Core PressurizZel viseeececssrsecnssscsscsncesssssnssssnscsnnes
Main Heat EXChangeYr .ceveesessscsecasccscosesssasessssscasans
Water Treatment ..ccisceccesancrsssscescesscscnascanscscnssss
Second—ary System & 9SO H b e EF RS eE e hd kSt bR S A eSS st
Simplified Conventional System .....cceveescesecasncesassasesns
Semiconventional Steam System ..ieeieeeecscecnsssacssoncsans
Hermetically Sealed Steam System .veececesccccssssstcsssocss
Basic Features of the Steam CYCle .vvveesecsesssassssoccsass
EFFECT OF ALTERED REQUIREMENTS ON THE DESIGN CONCEPT ...cceeeeeee
Communication with the Plant ....ceceerersconsssacssosscascnsnses
Plant Size and Welght ...veeevaeracscsescnccscarscsnsccsncsssssne
Long~Term Rellability and Expendabllity ....cceeravearerescsencnn
VmflflfleLmfls.“.“.n.“.“.n.“.".“.".u.u.g.n.“.“..
Effects of Time Schedule ..c.iicecescesscoveasssssssssanssansnnens
SUMMARY AND comcwsxons
REFERENCES sesesesernsesesncatasrersaranscicrisuortsesatesrevanons
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iii
- -
i
THE FEASIBILITY OF AN UNATTENDED NUCLEAR PCWER PLANT
Abstract
A study has been made of the feasibility of constructing
a small nuclear power plant capable of operating one year
completely unattended. A system which will produce 1 Mw of
electricity without interruption is required for field use in
about four years.
It is the opinion of the authors that the four~year
requirement greatly restricts the opportunity for develop~
ment of new concepts and new technology and that the objective
is most likely to be attained by extreme simplification of a
type of reactor with which there has been favorable experience.
A pressurized~-water reactor was selected for the application,
both because of the extensive experience with it and because
it appears readily adaptable to simplification. For example,
the power plant suggested has hermetically=~sealed primary
and secondary systems, and all control systems, except the
turbine governor, have been eliminated.
The guthors conclude that it is feasible to develop a
relisble, simplified, pressurized-water reactor system for
unattended service in the allotted time.
INTRODUCTION
A study was undertaken by staff members of the Osk Ridge National
Laboratory to evaulate the feasibllity of constructing a small nuclear
power plant capable of operating unattended for ome year. The objectives
of the study were, specifically, (1) to assess the potential for success
of a program'to design.and develop such a- system.within & limited time
w;iperiod and (2} to propose, if possible, concepts which offer promise of
, fmeeting the design objectives. The 51ngulsrly'most important consideration
;,[fwas the- degree of unattended reliability achlevable from the indiv1dual
'“~igffigcomponents of a nuclear plant and fromfthe combined operating SYStem~
In estlmatlng the potentlal for reliability of a nuclear power plant,
_,_:it was necessary‘to conceive of a design capable of saxisfylng the system
_,;reqpiremsnts.L The primary objective, however, Was estimation of the |
S potential for success of a program based on such a design, rather than
. presentation of the de51gn itself.
"(/.‘
- As will be evident throughout the report, the design consideratlons
have been restricted to meeting only the stated objectives of the.study. (;;
It was the opinion of the authors that the achievement of one year of
unattended operation was a problem of such difficulty as to dominate all
‘other design considerations. Thus the question, what makes a plant
cease to function, was continually in the forefront throughout the study.
That this apparent obsession with reliability is a reqpisite may be |
atteéted to by the experience records of those reactors which_are'operating
today. - | _ | , o a
For the present study'the following system requirements wefe,_
established: | B
1. The plant is to operate.unattended at full power continuously
for a minimum of one year. ' | |
2. The net electrical output is to be 1000 kw of three-phase alter-
nating current at 4160 v.
3. The frequency can be selected by the designer within a range
of 60 to 1000 cycles, but the frequency selected must be held to within
+1% throughout the life of the plant. |
4. The reactor plant will be the only power source connected to
its electrical load.
5. A reactor power plant capable of satisfying the preceding
requirements is to be in operation on iocation within approximately
four years.
6. Interruption of the generation of electricity for any reason =
within one year of initiation of operation is considered a plant failure.
7. Short=term (one=year) reliability is of utmost importance and | .
will not be sacrificed to provide long~term life.
8. The system could be considered expendable, if necessary, at
‘the end of one year of operation. .
_ 9. During startup and shakedown of equipment, semiremote operation
of the plafit will be possible, and special equipment may be provided for
startup requirements.
Fil
a
10. After the beginning of unattended operation, no commmnication
with the system willrbe possible other than knowledge that the electrical
load is being supplied.
11. Within.reason, plant size and weight are not considerations.
12. Within reason, cost is not a consideration.
13. Plant efficiency is not an important consideration.
14. The system will operate stationary.
15. The plant will not operate in a populous area.
16. The sink for heat rejection will be determined by the appli=-
cation, but adequate means of cooling will be avallable.
The time limitations lmposed on this study precluded an extensive
examination of all systems which.night conceivably satisfy the require=
ments., Hence, only those systems that appeared to offer the maximum
potential for reliability were studied. There is no intent to imply
that the systems discussed in this report comprise the only ones capable
of satisfying the plant requirements, but, within the framework of
religbility considerations for this system, they appear to be the most
promising. |
The authors are deeply indebted to various members of the Oak Ridge
National Laboratory and the Osk Ridge Gaseous Diffusion Plant staffs for
numerous contributions to this study. L. D. Schaffer helped apprise the
authors of the status of smsli-reactor development. E. R. Mann advised
the authors on'reactor control' Ww. C. Thurber and P. Patriarcs were
_consulted on, metallurglcal problems and the selection of fuel elements.
- E. J. Breeding and W. G Cdbb were consulted regardlng bearlngs and
,;seals, J.AL Gabbard regarding electrical generators, and P. H, Pitkenen
-d‘dregarding core physics';; e '
Helpful diSCussions were held W1th W; B. Cottrell, J. E. Cunnlngham,
AP Frass, C. i—'fH. Gabbard, E. Be Gross, C. J. _Hochenadel, P. G. Lafyatis,
. H.C. McCurdy, H. F. McDuffie, A: M. Perry, I. Spiewsk, E. Vincens, C. S.
”"ffWalker, and members of the Englneering Development Department Technical
ifi?f;:;D1V151on, Oak Rldge Gaseous Diffu51on Plant Burns and Roe, Inc., con-
'isultlng englneers to the L&boratory, studled certaln problems of the
secondary system and contributed information pertinent to component
selection and reliability.
During the course of the study, discussions and correspondence were
carried on with personnel of a number of organizations. Many.of the
opinions expressed in this report are a result of such discussions, and
+the authors gratefully acknowledge the following organizations for their
valuable contributions:
Aerojet General Corporation (GCRE)
Alco Products (Dunkirk Facility)
Allis~Chalmers Manufacturing Company
Atomics International
Combustion Engineering (Windsor Facility and SL~1)
The Elliott Company (Jeannette, Pennsylvania)
General Electric Company (Erie, Pennsylvania; Fitchburg, Massa~-
chusetts; and Schenectady, New York)
Gilbert Associates
International Nickel Company
Maxrtin Company (Baltimore, Maryland)
Personnel of SM=1 and GITF, Fort Belvoir, Virginia
Pierce Governor Company
Westinghouse Electric Corporation (Bettis Plant, East Pittsburgh,
and Lester, Pennsylvania.)
Woodward Governor Company
Worthington Corporation (Harrison, New Jersey)
Gilbert Associates kindly made available to the authors a draft of their
forthcoming report1 on the reliability of reactor components.
SOME COMMENTS ON THE ACHIEVEMENT OF RELIABILITY
In considering the objectives of this study, it is meaningless to
speak of building a reactor system which will operate without failure
for one year. To do so would suggest we are requiring it to be a cerw
tainty that a particular reactor power plant operate successfully for
that period. Actually, a more realistic specification might be that we
LH
-
)
i
»
s
expect nine out of ten reactors to be operating at the end of a year,
which is equivalent to requiring that an individual reactor have a
reliability of 0.9. For purposes of this study, it was assumed that a
plant reliability of 0.9 was required for one year of unattended operation.
Some understanding of what is involved in achieving a 0.9 reliability
may be obtained by considering how the reliability of the individual com~
ponents affects the over=all reliability of the power plant. If a system
consisting of a number of components is to have a reliability of 0.9,
the reliability of each component in the system must be better than 0.9
and an average component reliability very much better than 0.9 may be
necessary. This is illustrated by Eq. (1) in which p; 1s the probability
that component "i" will last one year, and P is the probabllity that all
the components will last one year:
P=P1PpD3 « « « D - (1)
For example, if the system consists of 10 components, each having a
reliability of 0.99, the probability of the system lasting one year
without failure of any of the components will barely exceed 0.90. If
there are 50 components, the failure of any one of which will stop the
functioning of the system, the "average" reliability of each component
must be 0.998. The significance of a 0.99 requirement may be more
clearly understood if one pictures & test system in which 100 identical
components are simultaneously set into operation. For a 0.99 relisbility,
99 of the 100 components must still be operating at the end of a year.
Actually; the prdblem is more complicated than Just assessing the
probability that a particular,reactor can operate unattended for one
year. No-nuclear power plant having"the needed capacity has been built
to operate without regular maintenance. For reactors such as the M-l
(APPR) and the SL-1 (ALPR), it is en accomplishment to operate 1000 hr
without shutdown, even with maintenance operations being performed during
that period. Hence, it is. not a question of whether an eXisting system
can meet the spe01ficat10ns, but whether a modification of an existing
system or a new design of reactor can‘be made suffiCiently reliasble for
unattended operation. The problem is to estimate the likelihood that a
reactor system having the necessary reliability can be developed in
about four years.
' In this study we have attempted to distinguish between (1) the
probability that the development problems associated with unproven con=
‘ceptsror untested equipment‘can-be'solved in a limited time period, and
(2) the probability that a particular system based on tested equipment
.and proven concepts can operate for a year unattended. For convenience,
we shall designate the first probability as P; and the second as P,.
| One can conceive of systems which, because of inherent features,
appear to be capable of long periéds of unattended operation (have a
high value of P,) after some important'development problems assoclated
with them are solved. An example might be a natural=-convection liquid-
fuel reactor‘that uses thermoelectric devices for the generation of
electricity. There would be no moving parts to wear and no control
syétem to fail. A power plant of this type, if developed successfully,
would probably operate unattended for long periods. However, there
.~ would be an appreciable risk (low Pl) in proceeding to develop it for
attainment of the objectives, since some of the development problems
might still be unsolved at the end of four years.
On the other hand, a reactor very similar to the SM~Ll reactor
might be used. If no major changes were made in the control system,
water~treatment system, etc., one could be confident that a reactor of
this type could be bullt within the time allowed and that it would
operate at its design capacity, but it would not operate very long with=-
out attention. This reactor concept might be said to have a high P;
value but a low P, value. Since it is the product of Py and P, that
gives the pfdbability of successfully developing a system of the
required reliability in the time allotted, close attention must be given
to each in selecting a program to follow,
The‘language of mathematical probability may help to clarify the
problem, but the difficulty of evaluating the probabilities remains.
The unéertainty in P, is illustrated by several reactor development
progrsms which have not attained their objectives after a number of
*)
N
At
)
years of effort. 'While solutions may eventually be found to their
problems, a requirement of success in a limited time would not have been
met. Estimation of P, i1s also uncertain, since it requires knowledge
of the reliability of a number of components. Although the reliability
of a component which has been extensively tested may be known with some
assurance, even a small change in design can alter the value importantly.
Thus little confidence would be placed in an estimate of the reliability
- of a complex piece of equipment not yet designed.
In order to assess the reliability of existing equipment, operation
reports on a few reactors (SM~l, SL-1, PWR) were perused in order to
determine the frequency and causes of failures, and operating experience
was discussed with personnel at several installations (SM-l, SL-l, GCRE,
GITF). A study was also made of the operation history of a number of
moderate~sized steam turblnes.
The reactors examined were not meant to operate unattended, and
they were designed for regular maintenance. Hence, it was expected that
these systems, having hundreds of mechanical components and large numbers
of electronic devices, would be far less reliable than required for one
year of unattended service. More surprising and sobering was the con=
clusion that few existing components in normasl use would operate for one
year without maintenance., This conclusion is least applicable to the
mechanical equipment in the primary system of pressurized-water reactors,
because intensive effort in the Navy program has produced reliable com-
ponents. It applies very strongly, however, to steam power equipment,
~ where spares ere'provided for'many 1tems, and appreciable on-stream
_maintenance is the normal practlce.a Electronic control devices that use .
vacuum tubes are also quite unreliable for one year of service. An
extreme 1llustrat10n is prOV1ded by the SM~1 control system, in which
»300 vacuum.tube replacements were made during the first year of operatlon.
The data on. turbine-generators were of particular interest because
'_they 1ndicate how rellabillty can be 1mproved From a study of the
lA-year operating history of a. number of conventlonal 25-Mw turbine~
'generator_units,:Myers concluded that - only five units in 100 would be
2
capablé of operating continuously for one year. Myers' study was
extended to three 3000~kw turbine-generator units, and a value of 0.05
for the reliability was again obtained. Further examination of the
failures of the smaller systems indicated, however, that if the need for
replacing the generator brushes and repacking the admission valves could
be eliminated, approximately 60 units in 100 could operate continuously
- for one year.
There are three ways one might proceed to improve the reliability
of a system which is to operate-finattended: (1) eliminate unrelidble
components by eliminating their functions, (2) improve the reliability
of the equipment by design and development, and (3) duplicate less
reliable items so that if they fail, spares will automatically continue
to perform the function.
- Many components in reactor power plants appear to perform functions
that ‘are not necessary under the ground rules of this study. An example
is an overload protection device, which will sometimes interrupt service
unnecessarily and hence 1s an undesirable item with regard to achievement
of uninterrupted operation. Where continuous power production is the
only eriterion by which performance is Jjudged, stoppage of a pump because
the circult breaker trips is a plant failure equivalent to stoppage
because the windings burn out.
The reliability of components can be improved in several ways.
Modifications, such as substitution of better materials, use of better
methods of fabrication, tighter quality control and inspection, and more
extensive testing of an item before acceptance, may increase the probable
life of an existing device. In addition, the change from normal require=-
ments resulting from the specific objectives of the design may permit the
‘use of a different type of device to perform the required function. As
pointed out in the Gilbert Associates study! of reactor reliability, the
achievement of reliability is not consistent with a minimum~cost philosophy.
In considering the use of spares, an important point to recognize
is that improved reliability does not necessarily accompany duplication.
An insufficiently reliable control device for switching to a duplicate
.
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component, for example, could reduce the over;all reliability of the
system. Duplication of a component which might develop & leak doubles
the chances of that type of failure.
One way to improve reliability, particularly in control equipment,
is to use coincidence circultry which requires, say, that two out of
three parallel devices operate before the function is performed. With
this type of circuitry, spuriocus operation of one device does not cause
the function to be performed, and fallure of one device to operate does
not prevent performance of the function. It 1s worth noting that a
system.of this type works best under supervision so that a component
which has failed can be repaired to return the system to its initial
capability. In principle, however, the system can be made as elaborate
as required to achieve the needed reliability.
It is likely that reliability requirements on individual components
can be relaxed somewhat if advantage is taken of the concept of operating
spares. For example, suppose that a system has w0 circulating pumps,
both operating all the time, but each having a capacity such that one
alone will provide sufficient flow for reactor operation. With this
system the reactor is not prevented from continuing operation by the
failure of one pump. If each of these pumps has a reliability of 0.9,
then the probabllity, as computed from the following equation, is 0.99
that at least one of the pair will still be operating at the end of a
year:
Pg=l-Q-»", | (2)
where P is the probdbility of survival of at least one component in the
group, p is the probabllity of survival of an individual component and
nis the number of identical components. If there are three pumps, each
having a 0 9 reliability, then the prdbdbility is 0.999 that at least one
will be operating at the end of & year.‘
| The time allowed for the development of a reactor system.has 8 very
strong effect on the selectlon of a program.f As stated in the Introduction,
this study presumes there ig need‘for & reliable reactor to be in the
field in about four years. If s prototype reactor is to be operated
before the first field installation is made, and this seems essential,
four years is a fairly short time for the program. The time required
. for construction of a small reactor, excluding development time, is
indicated by the experience with three reactors in the 1-Mw (electrical)
range! |
1. The SM~l (APFR, pressurized-water reactor built by Aleo Products
at Fort Belvoir) was eritical 29 months after award of the contract. A
conceptual design, which included & fairly detailed description of the
'core, was available before the contract was awarded.
2. The PM~24 (pressurized=water reactor for polar region, also
bullt by Aleco Products) was assembled in the manufascturer's plant 14
months after award of the contract. A fair amount of design work had
been done before the contract date. This reactor is & skid-mounted airw
transrortable adaptation of SM=l. ’
3. The PM~1 (pressurized-water reactor being built by Martin Company
for location at Sundance, Wyoming), as presently scheduled, will require
about 27 months from the beginning of a parametric study to assembly‘of
the reactor. About six months of this was required for final design,
and about 15 months is estimated for the period from heginning of order
placement to assembly of the system. The PM»l is an advance from the
EM~l, and it uses & new fuel element design. TFuel element development
and physics studies began considerably in advance of the 27-month period
referred to above.
In the last two cases, it should be noted that the times given are
for assembly of the reactor. They do not allow for testing before going
to power. _
’ If it is presumed that a program is to be undertaken with some
urgency and a falrly liberal budget, based on the figures for the three
reactors above and onvdiscussions with reactor manufacturers, the timé
_réquired for design and construction of a prototype reactor (built for
high reliability) appesrs to be about two years, once the design concept
'is established. Allowing six months for finishing the conceptusl design
10
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A
and making arrangements for the detail design and manufacture, the
prototype might be ready for testing in about two and one~half years,
as shown by Fig. 1.
UNCLASSIFIED
ORNL-LR-DWG 501064
YEARS
o | 2 3 4
CONTRACTOR
SELECTION
)
CONCEPTUAL DETAIL DESIGN
DESIGN J AND CONSTRUCTION OF PROTOTYPE OPERATION OF PROTOTYPE
J
A
CONSTRUCTION OF
FIELD REACTOR
ORDER LONG LEAD ITEMS FOR FIELD REACTOR
DECISION TO INITIATE PROGRAM
BEGIN DESIGN OF FIELD REACTOR
Fig. 1. Time Schedule for Achievement of Field Reactor in Four Years.
The design of the first reactor for field use might begin before
completion of the prototype, and all orders for equipment for it placed
after one=half year of test operation. Allowance of one year for con~
struction of the field reactor would bring its completion time to four
years from the beginning of the program
' This schedule has no prOV1sion‘for developmental work other than
that which proceeds concurrently_with the design and construction of
'the'prototype; There'is no-contingency allowance for difficulties in
,fthe development of the prototype, nor is time permitted for the ‘solution
of the problems found during operation of the prototype reactor before
_'construction of the second reactor commences., Hence, even with very
little'de#elopment'rerired'snd'with good luck at every step, about four
| years would be reqpired to get the first reactor in the field. If there
were delays in administrative decisions, construction holdups, or
unforeseen development difficulties, well over four years might expire
before a reliasble power plant were achieved.
In view of the above, a development program based on the following
general principles appears to have the greatest promise of success in
producing a reactor to satisfy the reliebility requirements in a period
of about four yesars: ,
1. The main effort should he devoted to perfection of a system
based on concepts with which there has been favorable experience. This
restriction refers not only to reactor and power plant types in the broad
sense, but also to the manner in which the systems sre to be operated.
2. Approaches based on unproven concepts should be studied as
secondary progrems if they offer promise of giving a better system than
that based on proven concepts.,
3. Exceptions to points 1 and 2 could be made for parts of the
system 1if a switch in midprogram to & proven concept would not delay
the project. ‘ |
4, The most promising a@proach to the achievement of high relia-
bility is simplification. The objectives of this study make simplifi-
cation of the reactor particularly promising, since the system need not
be repairable, have & long life, follow a varying load, or operate in a
~populous area.
5. A close interdependence of the system parts is permissible,
since in any case a failure would terminate the ability of the system
to produce electricity.
6. Components should be overdesigned and underworked to increase
their life-expectancy. Efficiency should be sacrificed to gain
relisbility.
7. Components which are relatively unreliable can be used during
startup if they cannot affect the system once 1t is in operation.
8. The individual components and the assembled system should be
tested thoroughly before the system is left unattended. This testing
shouLd continue long enough to pass the period where early failures
resulting from manufacturing defects are likely to occur.
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)
)\
The preceding principles can be summerized by saying that in seeking
the achievement of reliability in.the limited time available, one should
attempt to use proven concepts and present technology. The success of a
program to develop a reliable reactor in four years should not depend on
ma jor advancements in technology or the perfection of new concepts. If
more time were available, the restriction on new development would be
relaxed, but it would be stated even more strongly for a shorter time
allotment.
The approach described in this report may not lead to the best
system for unattended operation, Nevertheless it appears to be the
approach which has the highest likelihood of producing s reliable reactor
in four years.
SELECTION OF A REACTOR POWER PLANT
Reactor TXEe
Early in this study a comparison was made of a number of reactor
concepts with regard to their applicability to an unattended system.
These included the various liquid~fuel, organic~-moderated, gas~cooled,
and liquid~-metal~cooled reactors, as well as the pressurlized-water and
boiling-water variations of light~water-moderated reactors. Based on
the premises of the preceding section, the conclusion was reached that
the extensive and generally favorable experience with water~cooled
reactors recommends them for this application. . The potential advantages
of other systems, such as hlgh thermal effic1ency, favorable fuel or
neutron economy, low constructlon costs, and poss1bly light welght are
of secondary importance in the framework of this study.
o Once hav1ng selected a weter-moderated reactor as the basis for this
{ystudy, a further decision between ‘boiling-water and pressurlzed-water
‘a-systems was reqnired Although these reactor types have many features
'ein common, each has certaln advantages and dlsadvantages relative to the
| other The;obvlous advantage of the b01lingfweter system is the elimi-
netion of,eeveral major:itemS'of'eqnipnenti,che primary heat exchanger,
13
the main coolant circulgting pump, and the core pressurizer. An advantage
of the pressurized-water reactor is that there is no production of radio=- .