EXPERIENCE IN NEUTRON FLUX MEASUREMENT CHAINS VERIFICATION AT SLOVAK NPPS

Similar documents
CRITICAL AND SUBCRITICAL EXPERIMENTS USING THE TRAINING NUCLEAR REACTOR OF THE BUDAPEST UNIVERSITY OF TECHNOLOGY AND ECONOMICS

3. Detector Systems. This chapter describes the CANDU detector systems.

NUCLEAR EDUCATION AND TRAINING COURSES AS A COMMERCIAL PRODUCT OF A LOW POWER RESEARCH REACTOR

The Dynamical Loading of the WWER440/V213 Reactor Pressure Vessel Internals during LOCA Accident in Hot and Cold Leg of the Primary Circuit

"Control Rod Calibration"

Lesson 14: Reactivity Variations and Control

HIGH TEMPERATURE FISSION CHAMBERS: STATE-OF-THE-ART. L. Martin J.L. Perrin M. Tixier Centrale PHENIX CNPE Creys-Malville Philips Photonics.

Chem 481 Lecture Material 4/22/09

Reactor Operation Without Feedback Effects

Xenon Effects. B. Rouben McMaster University Course EP 4D03/6D03 Nuclear Reactor Analysis (Reactor Physics) 2015 Sept.-Dec.

Application of the Dynamic Control Rod Reactivity Measurement Method to Korea Standard Nuclear Power Plants

DIRECT EXPERIMENTAL TESTS AND COMPARISON BETWEEN SUB-MINIATURE FISSION CHAMBERS AND SPND FOR FIXED IN-CORE INSTRUMENTATION OF LWR

Thermal Power Calibration of the TRIGA Mark II Reactor

Reactivity Coefficients

Lectures on Applied Reactor Technology and Nuclear Power Safety. Lecture No 4. Title: Control Rods and Sub-critical Systems

CANDU Safety #3 - Nuclear Safety Characteristics Dr. V.G. Snell Director Safety & Licensing

Sensitivity Analyses of the Peach Bottom Turbine Trip 2 Experiment

CALCULATION OF ISOTOPIC COMPOSITION DURING CONTINUOUS IRRADIATION AND SUBSEQUENT DECAY IN BIOLOGICAL SHIELD OF THE TRIGA MARK ΙΙ REACTOR

Impact of the Hypothetical RCCA Rodlet Separation on the Nuclear Parameters of the NPP Krško core

SUB-CHAPTER D.1. SUMMARY DESCRIPTION

but mostly as the result of the beta decay of its precursor 135 I (which has a half-life of hours).

ISIS TRAINING REACTOR: A REACTOR DEDICATED TO EDUCATION AND TRAINING FOR STUDENTS AND PROFESSIONALS

Estimation of accidental environmental release based on containment measurements

VERIFICATION OF MONTE CARLO CALCULATIONS OF THE NEUTRON FLUX IN THE CAROUSEL CHANNELS OF THE TRIGA MARK II REACTOR, LJUBLJANA

20.1 Xenon Production Xe-135 is produced directly in only 0.3% of all U-235 fissions. The following example is typical:

Reactor Operation with Feedback Effects

AP1000 European 7. Instrumentation and Controls Design Control Document

Available online at ScienceDirect. Physics Procedia 69 (2015 )

THE INTEGRATION OF FAST REACTOR TO THE FUEL CYCLE IN SLOVAKIA

Operational Reactor Safety

Shutdown Margin. Xenon-Free Xenon removes neutrons from the life-cycle. So, xenonfree is the most reactive condition.

N U C L : R E A C T O R O P E R A T I O N A N D R E G U L A T O R Y P O L I C Y, I

12 Moderator And Moderator System

NPP Simulators for Education Workshop - Passive PWR Models

Lectures on Applied Reactor Technology and Nuclear Power Safety. Lecture No 5. Title: Reactor Kinetics and Reactor Operation

Calculation of Spatial Weighting Functions for Ex-Core Detectors of VVER-440 Reactors by Monte Carlo Method

Heterogeneous Description of Fuel Assemblies for Correct Estimation of Control Rods Efficiency in BR-1200

"Neutron Flux Distribution"

Research Article Analysis of NEA-NSC PWR Uncontrolled Control Rod Withdrawal at Zero Power Benchmark Cases with NODAL3 Code

Task 3 Desired Stakeholder Outcomes

(1) The time t required for N generations to elapse is merely:

Neutronic Calculations of Ghana Research Reactor-1 LEU Core

«CALCULATION OF ISOTOPE BURN-UP AND CHANGE IN EFFICIENCY OF ABSORBING ELEMENTS OF WWER-1000 CONTROL AND PROTECTION SYSTEM DURING BURN-UP».

Reactivity Coefficients

TRAINING REACTOR AKR-2

SENSITIVITY ANALYSIS OF ALLEGRO MOX CORE. Bratislava, Iľkovičova 3, Bratislava, Slovakia

PHYSICS A2 UNIT 2 SECTION 1: RADIOACTIVITY & NUCLEAR ENERGY

ENT OF THE RATIO OF FISSIONS IN U TO FISSIONS OF. IN U USING 1.60 MEV GAMMA RAYS THE FISSION PRODUCT La 14 0 MEASUREM

ISO INTERNATIONAL STANDARD

NEUTRONIC CALCULATION SYSTEM FOR CANDU CORE BASED ON TRANSPORT METHODS

MONTE CALRLO MODELLING OF VOID COEFFICIENT OF REACTIVITY EXPERIMENT

Wallace Hall Academy Physics Department. Radiation. Pupil Notes Name:

Neutron reproduction. factor ε. k eff = Neutron Life Cycle. x η

TEPCO s Activities on the Investigation into Unsolved Issues in the Fukushima Daiichi NPS Accident

PWR CONTROL ROD EJECTION ANALYSIS WITH THE MOC CODE DECART

Criticality analysis of ALLEGRO Fuel Assemblies Configurations

Cost Analtsis for a Nuclear Power Plant with Standby Redundant Reactor Vessel

Lecture 28 Reactor Kinetics-IV

Designing a 2D RZ Venture Model for Neutronic Analysis of the Nigeria Research Reactor-1 (NIRR-1)

Investigation of falling control rods in deformed guiding tubes in nuclear reactors using multibody approaches

ANALYSIS OF THE OECD MSLB BENCHMARK WITH THE COUPLED NEUTRONIC AND THERMAL-HYDRAULICS CODE RELAP5/PARCS

New irradiation zones at the CERN-PS

Efficient Utilization of a Low-Power Research Reactor

The Effect of 99 Mo Production on the Neutronic Safety Parameters of Research Reactors

Control Rod Calibration and Worth Calculation for Optimized Power Reactor 1000 (OPR-1000) Using Core Simulator OPR1000

ORTEC AN34 Experiment 10 Compton Scattering

A Dummy Core for V&V and Education & Training Purposes at TechnicAtome: In and Ex-Core Calculations

Applied Nuclear Science Educational, Training & Simulation Systems

Radiation Detection and Measurement

Correlation between neutrons detected outside the reactor building and fuel melting

Numerical simulation of non-steady state neutron kinetics of the TRIGA Mark II reactor Vienna

Radiation Detection and Measurement

ANALYSIS OF THE OECD PEACH BOTTOM TURBINE TRIP 2 TRANSIENT BENCHMARK WITH THE COUPLED NEUTRONIC AND THERMAL-HYDRAULICS CODE TRAC-M/PARCS

Bolometry. H. Kroegler Assciazione Euratom-ENEA sulla Fusione, Frascati (Italy)

Neutron Dose near Spent Nuclear Fuel and HAW after the 2007 ICRP Recommendations

NATURAL CONVECTION HEAT TRANSFER CHARACTERISTICS OF KUR FUEL ASSEMBLY DURING LOSS OF COOLANT ACCIDENT

Solving Bateman Equation for Xenon Transient Analysis Using Numerical Methods

Estimation of 210 Po Losses from the Solid 209 Bi Target Irradiated in a Thermal Neutron Flux

Nuclear Theory - Course 227 REACTIVITY EFFECTS DUE TO TEMPERATURE CHANGES

Department of Engineering and System Science, National Tsing Hua University,

Nuclear Fission. 1/v Fast neutrons. U thermal cross sections σ fission 584 b. σ scattering 9 b. σ radiative capture 97 b.

Instability Analysis in Peach Bottom NPP Using a Whole Core Thermalhydraulic-Neutronic Model with RELAP5/PARCS v2.7

THERMAL HYDRAULIC REACTOR CORE CALCULATIONS BASED ON COUPLING THE CFD CODE ANSYS CFX WITH THE 3D NEUTRON KINETIC CORE MODEL DYN3D

The moderator temperature coefficient MTC is defined as the change in reactivity per degree change in moderator temperature.

Gammaspectroscopy at the Loviisa NPP. Laura Togneri,

Year 11 Physics booklet Topic 1 Atomic structure and radioactivity Name:

Quantifying Measurement Uncertainties of MIT Research Reactor s New Digital Nuclear Safety System

APPLICATION OF THE COUPLED THREE DIMENSIONAL THERMAL- HYDRAULICS AND NEUTRON KINETICS MODELS TO PWR STEAM LINE BREAK ANALYSIS

Reactivity Power and Temperature Coefficients Determination of the TRR

Reactor Kinetics and Operation

AN ABSTRACT OF THE THESIS OF. Justin R. Mart for the degree of Master of Science in Nuclear Engineering presented on June 14, 2013.

Use of Imaging for Nuclear Material Control and Accountability

Development of Multi-Unit Dependency Evaluation Model Using Markov Process and Monte Carlo Method

Validation of the Monte Carlo Model Developed to Estimate the Neutron Activation of Stainless Steel in a Nuclear Reactor

The ATLAS Liquid Argon Calorimeter: Construction, Integration, Commissioning Ph. Schwemling on behalf of the ATLAS LAr Group

CONTROL ROD WORTH EVALUATION OF TRIGA MARK II REACTOR

Comparison of assessment of neutron fluence affecting VVER 440 reactor pressure vessel using DORT and TORT codes

EXPERIMENTAL DETERMINATION OF NEUTRONIC PARAMETERS IN THE IPR-R1 TRIGA REACTOR CORE

Study of Control rod worth in the TMSR

Characterization Survey Techniques and Some Practical Feedback

Transcription:

International Conference Nuclear Energy for New Europe 2002 Kranjska Gora, Slovenia, September 9-12, 2002 www.drustvo-js.si/gora2002 EXPERIENCE IN NEUTRON FLUX MEASUREMENT CHAINS VERIFICATION AT SLOVAK NPPS ABSTRACT Richard HAŠCÍK Nuclear Power Plants Research Institute Trnava Inc. Department of Physical Tests Commissioning Okružná 5, 918 64 Trnava, Slovakia hascik@vuje.sk The paper presents results of neutron flux measurement systems verification using standard neutron flux measurement chains incorporated in the reactor protection and control system using asymptotic reactor period measurement during reload start-up tests. Brief description of each measurement system is given. Results are illustrated on measurements performed at Bohunice NPP and Mochovce NPP. 1 INTRODUCTION Bohunice NPP includes two plants, each having two units of VVER 440. In the older plant V-1, commissioned in 1979 and 1980 respectively, reactors of V-230 type are used [1]. In the newer plant V-2, commissioned in 1984 and 1985 respectively, reactors of V-213 type are used. During the years 1991 1992 so called small reconstruction was done and from 1996 to June 2000 gradual upgrading of NPP units V-1 has been performed. The part of gradual upgrading was replacement of the initial control system INEJ with the new one TELEPERM-XS. The new system has been in operation since April 1999 at Unit 2 and since June 2000 at Unit 1. Special measurements were carried out at the beginning of TELEPERM- XS system operation. The aim of these measurements was to compare the characteristics of both systems (INEJ and TELEPERM-XS), to judge the correctness of adjusting and calibration accuracy of the new system. Based on the above listed facts the Bohunice NPP operator has ordered verification and validation of the new neutron flux control system from Nuclear Power Plants Research Institute Inc. Therefore a new test based on neutron flux measurement chain verification by asymptotic reactor period measurement was designed. Neutron flux measurement chain consists of detector instrumentation located in reactor biological shielding (ex-core detectors) and additional cabling, amplifier and converter that convert detector output signals to physical quantities. After successful realisations of these measurements at two units of plant V-1 we expanded this measurement to next two units of plant V-2 and at present we realise the same measurement also in Mochovce NPP. The paper presents results of the asymptotic reactor period measurements from all NPP units in Slovakia. 0304.1

0304.2 2 DESCRIPTION OF NEUTRON FLUX MONITORING SYSTEMS TELEPERM-XS, SUGAN AND AKNT-07 2.1 Description of TELEPERM-XS The purpose of the system TELEPERM-XS is to monitor the neutron flux within complete range of operation from cold status up to nominal reactor power [1]. The signals are provided for: Monitoring of neutron flux density for all operational states Control room personnel, indication of reactor power and reactor period Reactor protection system Power limitation system (ROM) Power controlling system (ARM) Control room alarm system Post-accident monitoring system (PAMS) Process information system (PIS) Wide-range measurement channel operates in source range in count rate mode with logarithmic displaying of reactor power and period. In the intermediate and power range as well the channel operates with alternating current and linear logarithmic displaying of parameters. Pre-amplified impulse signals pass the amplifier that processes the amplitudes. All impulses, which are exceeding adjustable threshold of discriminator, are led to the input of TELEPERM-XS reader unit. Adjustable threshold of discriminator can suppress the background noise of cables, electronics and gamma-radiation as well. To reach the high reading frequencies and to avoid the count losses due to detector dead time, the frequency divider is used in higher frequency area, which requires the correction during numerical calculations. The alternating current signal from pre-amplifier is processed in adjustable amplifier and leads to processing computer in order to create wide-range signal. Electric change impulses generated in the lower measurement range of fission chamber are summarised in upper range of measurement into the fluctuating direct current. The fluctuations added to direct current are qualified as alternating current signal. According to Campbell s theorem [2] on general statistics, 2 2 r.q σ I ( t) = (1) τ 2 where σ I ( t ) is a mean square of detector current r - events rate Q - the charge produced for each event in the detector τ - detector effective measurement time. Average quadratic alternating current added to direct current is exactly expressing neutron flux density. Alternating current signal is a linear signal divided into several automatically changing sub-ranges. The impulse and alternating current enter processing computer, which creates logarithmic wide-range signal. The transition from impulse signal to alternating signal is fluent without impact. Parallel course of both signals allows ratio calculation. If the ratio is close to the number 1, the overlapping is performed. If the ratio is not equal to the number 1, overlapping is not performed and channel transmits failure announcement. Wide-range signal is filtered by filtering algorithm with time constant dependent on signal. Double-

0304.3 filtered wide-range signal is processed for gradient of neutron flux density, which exactly corresponds to the reverse value of reactor period. Neutron flux monitoring system is a unit consisting of 6 wide-range measurement channels divided into 2 redundancies. All of them have the same construction and existing measurement ranges SR, IR, PR are integrated into one wide-range. Each wide-range channel consists of a detector, represented by a fission ionisation chamber PHILIPS CFUL08 protected by shock absorbing springs to avoid shocks from seismic activities and one-way short circuits in leading pipes around reactor. Their positions are rope fixed. Output from detectors is led into analogue unit Hartman & Braun located in annular channel, which converts the signal into the level appropriate for computer TELEPERM-XS. Computerised data processing system consists of individual plug-in to the electric modules, creating processing unit in the layer. The layers are build-in to the electronic racks allocated for individual redundancies 1 and 2. The neutron flux indicators are located in desk 3P in control room. 2.2 Description of SUGAN The purpose of the system SUGAN is to monitor the neutron flux in reactor within the range 10-10 120 % of nominal power [3]. The instrumentation converts the neutron flux, into an electrical signal, which is proportional to the neutron flux and reactor period. The output signals are provided for: Reactor protection system Reactor power control system (ARM) Reactor power limitation system (ROM) Information- computing system Reactor operator control desk Reactivity computer The system SUGAN consists of measurement channels and associated instrumentation. Each channel processes signal from one detector. The output is an analogue electrical signal proportional to the neutron flux and the discrete signal on exceeding of protection set points of power, reactor period and the beginning of measurement range. Associated instrumentation processes output signals, which are provided for indication and registration in operator control desk. The system monitors neutron flux within the range 10-1 1.2x10 11 n/cm 2 s (in the position of detector). The whole range is divided into three subranges: Source range (10-1 10 5 n/cm 2 s) Intermediate range (10 4 10 10 n/cm 2 s) Power range (10 9 1.2x10 11 n/cm 2 s) For each range different detectors with different sensitivity are used. Standard start-up instrumentation consists of source range detectors. It provides reactor power and period control and protection during reactor start-up from cold zero power. Intermediate range detectors insure control and protection from neutron flux and reactor period overrun during reactor power increase from hot zero power. The power range channels ensure the reactor protection within operation at higher power levels (app. from 3% - 110% of nominal power). SUGAN consists of 20 measurement channels. Individual channel includes following detectors: KNK15 for source range, KNK4 for intermediate range and KNK3 for power range, pre-amplifier and measurement unit. Detectors are located in the pipes inserted in the external biological shield of reactor vessel. The signal generated in detector passes preamplifier located in annual channel around the reactor cover in reactor hall and enters

0304.4 instruments located in Reactor Protection system room. The measurement channels belong to reactor protection system. 2.3 Description of AKNT-07 The purpose of the AKNT-07 neutron flux control system is to monitor the relative physical power, reactor period and reactivity calculation according to thermal neutron flux within the range 10-10 120 % of nominal power [4]. The instrumentation converts the neutron flux density into the current signal, which is proportional to the neutron flux and reactor period. The signals are provided for: Reactor protection system (ALOS) Reactor power control system (ARM) Reactor power limitation system (ROM) In core monitoring system (SVRK) Control room signalisation (BELT) Refuelling machine during fuel reloading Emergency control room Displaying and recording equipment Neutron flux control system AKNT-07 is a part of reactor protection and control system. Instrumentation is divided into: Basic system which provides reactor control from cold state to nominal power. Basic system provides outputs signals to reactor protection system, reactor power control unit, for reactor control room and information-computing system. Fuel reload control system is used for neutron flux control during fuel reloading. Output signals are provided for refuelling machine desk. Control system for emergency control room is used for neutron flux control by three SR (start-up range) measurement channels (detectors are located in the pipes inserted in the external biological shield of reactor vessel). Output signals are displayed on emergency control room desk and are also provided for recorder. Reactivity computer AKR-02R is designated for reactivity calculation and displaying. Input signals are impulse signals proportional to neutron flux from the basic system and control system during fuel reloading. Neutron and technological parameters displaying instrumentation is used for information output about reactor power, reactor period, reactor power and period boundaries and technological parameters. Basic system measurement range is divided into two sub-ranges: Start-up range (SR) Working range (PR) is divided into two sub-ranges: Logarithmic range (PRlog) Linear range (PRlin) Start-up and working range measurement channels have their own detectors. SR channels control and protect reactor from neutron power and reactor period boundary overrun by reactor start-up. Logarithmic range channels control and protect reactor from neutron power and reactor period boundary overrun from reactor start-up to 1% of nominal power. Linear range channel controls and protects reactor from neutron power and reactor period boundary overrun from 1% to 120% of nominal power. Reactor operator is able to check reactor period on control desk in reactor control room with delay following the power change. It is due to reactor period calculation method used in neutron flux control system AKNT-07.

0304.5 It means that the measured reactor period is displayed with delay from 0.5T to 1.2T. Time is dependent on measured reactor period value T. 3 TEST METHODOLOGY The test methodology is as follows: The reactor is in stable critical state. It means that all relevant reactor parameters are constant. At time t after reactivity insertion the neutron flux follows the equation: n ( t ) = n0 exp( t / T ) t > T (2) where n(t) is neutron flux at time t n 0 - neutron flux at the start of measurement t - time [s] T - reactor period [s] In accordance with operating manuals we apply T > 80 s. After this time the exponential section of neutron flux corresponding to a selected section of reactor asymptotic period is chosen and using the regression analysis evaluation is on the basis of Eq. (2) the estimated T theor. Inverse reactor period value, usually named start-up rate, can be estimated from 1 1 dn( t) R = = (3) T n( t) dt The results of neutron flux measurements include flux fluctuations. Hence, the instantaneous start-up rate changes dynamically due to those fluctuations. Therefore start-up rate calculation method in Siemens reactor control system TELEPERM-XS uses filter of exponential type. Values of neutron flux and start-up rate are recorded with 1 s period. Relative deviation between experimental and theoretical value of reactor asymptotic period is defined as: where Texp Ttheor ε = 100 % (4) T theor T exp is the mean value from selected time interval of the reactor period measured by the portable measurement system from reactor protection and power control system SUGAN or TELEPERM-XS T theor - the mean value of the reactor asymptotic period is defined as a slope of the neutron flux measured by the portable measurement system from reactor protection and power control system SUGAN or TELEPERM-XS in the same time interval as T exp

0304.6 4 TEST PERFORMANCE The sequence of test instruction is as follows: The reactor is in a critical state. It means that all reactor parameters are constant and should preserve the following values [5]: The reactor power is in the range 10-2 % of nominal power, if not, it is necessary to adjust the reactor power to this range using the 6 -th group of emergency, regulation and compensation rods (in abbreviation 6 -th control rod group). The reactivity change 0 ± 14 pcm/hour is accepted for neutron flux changes. The concentration of boron acid is equal in primary circuit, pressurizer and deaerator. Equal means that the concentration difference is less than 0.1 g/kg. Average temperature of primary coolant is 260 ± 5 C. Pressure is equal to pressure at the water saturation limit in the pressurizer. It is about 12.6 MPa. 1 -st to 5 -th control rod groups are fully withdrawn; 6 -th control rod group is on the working position between 150 and 200 cm. After verifying and recording the parameters of initial state listed above we start recording the following signals: Reactor power in source range Reactor period in source range Reactor power in wide range Reactor period in wide range from all ionisation chambers of source range and wide range. Neutron flux Reactivity from reactivity computer Temperature in hot and cold legs of primary circuit Reactor average pressure 6 -th control rod group position from non-standard measurement system. Than we insert the 6 -th control rod group in one-step, about 12 cm, into the core. After the reactor power decrease to the range 10-5 % of nominal power, we stabilize reactor power in critical state by withdrawing the 6 -th control rod group in 1 to 3 steps. On this power level stabilization about 10 minutes is included and the position of the 6 -th control rod group is recorded. Withdrawal of the 6 -th control rod group in two steps about 5 cm with delay of 3 s between steps sets up the stabilized reactor period between 100 and 90 s and books the position of the 6 -th control rod group. After achieving a required value of reactor period it is strongly recommended not to change the position of 6 -th control rod group and follow the reactor period to the range 0.5 to 1 % of nominal power. On this power level we stabilize reactor in critical state with insertion of 6 -th control rod group and book the position of the 6 -th control rod group. 5 RESULTS The time behaviour of start-up rate and reactor power from measurements performed at Unit 4 and Unit 2 Bohunice NPP last year is shown in Figures 1 and 2.

0304.7 100 Start-up rate [1/s] 0.1 0.05 SUR 07 SR SUR 23 SR SUR 15 SR Power 07 SR Power 23 SR Power 15 SR 10 1 0.1 0 0.01-0.05 0.001 0.0001 Reactor power [%Nnom] -0.1 0.00001 1 27 53 79 105 131 157 183 209 235 261 287 313 339 365 391 417 443 469 495 Time [s] Figure 1: Measurement with reactivity worth 0.103 $ for first train SR (Unit 4, Bohunice NPP) reactor power and start-up rate during power increase 521 547 573 599 625 651 677 703 729 755 781 807 833 859 885 911 937 963 0.015 100000 Start-up rate [1/s] 0.01 0.005 10000 1000 100 0-0.005-0.01-0.015 SUR TXS11 SUR TXS12 SUR TXS13 SUR TXS14 SUR TXS15 SUR TXS16 Power WR TXS11 Power WR TXS12 Power WR TXS13 Power WR TXS14 Power WR TXS15 Power WR TXS16 10 1 0.1 0.01 0.001 0.0001 Reactor power [%Nnom] -0.02 1 44 87 130 173 216 259 302 345 388 431 474 517 560 603 646 689 732 775 Time [s] Figure 2: Measurement with reactivity worth 0.06 $ for WR (Unit 2, Bohunice NPP) - reactor power and start-up rate during power increase 6 CONCLUSIONS The following acceptance criteria have been assumed: First criterion - calculation of inverse reactor period (start-up rate) is correct. (i.e. ε 10 % rel. for TELEPERM-XS system and ε 30 % rel. for SUGAN system according to Eq. 4) 818 861 904 947 990 1033 1076 1119 1162 1205 1248 1291 1334 1377 1420 1463 0.00001

0304.8 Second criterion - reactor period (start-up rate) time behaviour of individual channels does not include anomalies (unreasonable peaks, deviation of time behaviour of one channel from others) The measurement results presented in this paper show that not all tested systems at Bohunice NPP units worked properly in the range specified for acceptance criteria. Unfortunately because of limited number of pages for this conference I was not able to present results of both acceptance criteria. Therefore only results of the second criterion are presented. Due to the above listed facts and increased safety requirements, the measurements have been introduced into all NPP units in Slovakia. These measurements are able to find detector signal faults or anomalies in reactor period calculations and localize them. Such measurement can also shorten the process of reload start-up because the experimental sequence and recorded data can be used for other evaluations, e.g. power feedback and the reactivity computer checking and adjusting needed for start-up tests performed at our NPP units. REFERENCES [1] V. Adamovský, M. Kacmar, K. Klucárová, M. Kušnier, On Backfitting of Neutron Flux Monitoring System at Unit 2 NPP Bohunice, 9 -th AER Symposium, Demänovská Dolina, Slovakia, 4-8 October 1999, pp. 3-4 [2] Glenn F. Knoll, Radiation Detection And Measurement, Second Edition, WILEY, 1989, pp. 107, eq. 4-8 [3] J. Sarnák et al., Operating instruction for SUGAN T-49, Technical specification Bohunice NPP, December 1986, pp.7 [4] L. Stana et al., Technological instruction 7TP/6003, System AKNT-7, Mochovce NPP, August 2000, pp. M1/1, tab. 1 [5] L. Paulík et al., Operating instruction 4-TPP-010/F02, Second Edition, Bohunice NPP, July 2001, pp.1/-6/6 [6] L. Tóth, R. Hašcík, et. al, Physical Start-up Test Evaluation at Unit 1 of Bohunice NPP in Beginning of 22 -st cycle, VÚJE Trnava Inc. technical report, 04/2001/0410, July 2001, pp. 9-22 [7] L. Tóth, R. Hašcík, et. al, Physical Start-up Test Evaluation at Unit 2 of Bohunice NPP in Beginning of 22 -st cycle, VÚJE Trnava Inc. technical report, 14/2001/0410, November 2001, pp. 10-17 [8] L. Tóth, R. Hašcík, et. al, Physical Start-up Test Evaluation at Unit 3 of Bohunice NPP in Beginning of 18 -th cycle, VÚJE Trnava Inc. technical report, 11/2001/0410, October 2001, pp. 10-20 [9] L. Tóth, R. Hašcík, et. al, Physical Start-up Test Evaluation at Unit 4 of Bohunice NPP in Beginning of 17 -th cycle, VÚJE Trnava Inc. technical report, 10/2001/0410, September 2001, pp. 9 18