UDK 519.688 DoI: 10.31772/2587-6066-2018-19-1-98-105
DETERMINATION OF TOTAL IONIZATION DOSE BY RAY TRACE ANALYSIS BASED ON A GEODESIC SPHERE
G. N. Sherstennikova*, A. S. Shaura
JSC “IRZ” 19, Bazisnaya Str., Izhevsk, 426034, Russian Federation *E-mail: vakilova@irz.ru
When designing the spacecraft, it is necessary to take into account the deleterious action of various factors in outer space. The main factor limiting active life of spacecraft is ionization radiation and it is the cause of most failures. Its influence is accompanied by ionization losses of the energy of charged particles in active and passive areas of semiconductors and integrated circuits; that leads to emergence of radiation effects and it is characterized by the value of absorbed dose. At present there are several approaches to forecast the value of total ionization dose (TID): Monte- Carlo methods, methods that take into account only standard shield geometry (sphere, plane) and ray trace analysis (or sector-based analysis). The paper presents a modification of ray trace analysis that uses a geodesic sphere for sector construction and provides regularly distribution of tracing rays in space unlike classical approach with using a parametrical representation of a sphere. Our approach enables to take into consideration real density of materials and allows using fewer sectors to meet the requirements of the method 154.PM–129 and keeping calculation accuracy. This is especially important for carrying out element-by-element radiation analysis taking into account heterogeneous protection through shielding of calculated point by elements of spacecraft design. This method is implemented as an extension for SolidWorks CAD. The input data for calculation are the following: 3d-model of equipment component as a part of spacecraft and radiation attenuation tables. The accuracy and the speed of the analysis depends on the number of tracing rays, and it is possible to carry out the calculation for several types of ionizing radiation at the same time. As an example of using the proposed method and a software module, we carried out radiation analysis of the block of the on-board digital computer for the spacecraft “Sfera”; its active life duration is 10 years on a high-elliptic orbit and 15 years on a geostationary orbit. As a result, we revealed that for the elements of the block minimum and maximum total ionization doses differed substantially. It means that taking into account shielding properties of structural elements of device and blocks makes significant contribution to TID calculation.
total ionization dose, ray trace analysis, ionization radiation, SolidWorks, geodesic sphere.
References

1. Pershenkov V. S., Skorobogatov P. K., Ulimov V. N. Dozoviye effekty v izdeliyakh sovremennoy mikroelektroniki [Dose effects in modern microelectronics products]. Moscow, NIYAU MIFI Publ., 2011, 172 p. (In Russ.).

2. Kuznetsov V. D. [Space weather and risks of space activities]. Kosmicheskaya tekhnika i tekhnologii. 2014, No. 3 (6), P. 3–13 (In Russ.).

3. European space weather week. Available at: http://www.stce.be/ESWW (accessed 26.10.2017).

4. Kulakov V. M., Ladygin Ye. A., Shakhovtsov V. I. Deystvie pronikayushchey radiatsii na izdeliya elektronnoy tekhniki [Effect of nuclear radiation on electronic products]. Moscow, Sov. Radio Publ., 1980, 224 p. (In Russ.).

5. Tapero K. I., Ulimov V. N., Chlenov A. M. Radiatsionnyye effekty v kremniyevykh integral’nykh skhemakh kosmicheskogo primeneniya [Radiation effects in silicon integrated circuits for space applications]. Moscow, Binom, Laboratoriya znaniy Publ, 2014, 304 p. (In Russ.).

6. Biyelayev A. F. Fundamentals of the Monte Carlo method for neutral and charged particle transport. The University of Michigan Department of Nuclear Engineering and Radiological Sciences, 2001, P. 338.

7. Brun R., Bruyant F., Carminati F. et al. GEANT: Detector Description and Simulation Tool. Publication Geneva: CERN, 1993, P. 430.

8. X-5 Monte Carlo Team, MCNP-A General Monte Carlo N-Particle Transport Code. Los Alamos National Laboratory, April 2003.

9. Tylka A. J. et al. CREME96: A Revision of the Cosmic Ray Effects on Micro-Electronics Code. IEEE Trans, on Nuclear Science. 1997, Vol. 44, No. 6, P. 2150–2160.

10. Integrirovannyy paket programm COSRAD. Available at: http://www.cosrad.sinp.msu.ru (accessed 26.10.2017).

11. Seltzer S. M. SHIELDOSE: A Computer Code for Space-Shielding Radiation Dose Calculations, National Bureau of Standards, NBS Technical Note 1116, U. S. Government Printing Office, Washington D. C., 1980.

12. Varotsou A. OMERE Advanced Manual, TRAD, 2010, P. 48.

13. Anashin V. S., Grigor’yeva S. B., Kozyukova O. S. Analiz sovremennogo programmnogo obespecheniya dlya otsenki lokal’nykh usloviy funktsionirovaniya SBIS na bortu kosmicheskikh apparatov v chasti ioniziruyuschikh oblucheniy kosmicheskogo prostranstva [Analysis of modern software for assessing local operating conditions VLSIC on board spacecraft in the part of ionizing radiation of outer space]. MES-2014. IPPM RAN. 2014 (In Russ.).

14. OST 134-1034–2012. Apparatura, pribory, ustroystva i oborudovaniye kosmicheskikh apparatov. Metody ispytaniy i otsenki stoykosti bortovoy radioelektronnoy apparatury kosmicheskikh apparatov dlya obespecheniya elektronnogo i protonnogo izlucheniy kosmicheskogo prostranstva po dozovym effektam [OST 134-1034–2012 Test methods and estimations of firmness of space vehicles onboard radio-electronic equipment for providing space electronic and proton radiations on dose effects, Application Standard]. Moscow, Standartinform Publ., 2012, 43 p. (In Russ.).

15. Metodika rascheta pogloshchennykh doz ioniziruyushchikh izlucheniy kosmicheskogo prostranstva dlya orbit izdeliy razrabotki OAO “ISS”. 154.PM - 129. OAO “ISS”. [Method of calculating the total ionization doses of ionizing radiation from outer space for orbits of JSC “ISS”]. 2005 (In Russ.).

16. Wang N. and J.-L. Lee. Geometric properties of the icosahedral-hexagonal grid on the two-sphere. SIAM J. Sci. Comput. 2011, No. 33, P. 2536–2559.

17. Nikulin Ye. A. Komp’yuternaya geometriya i algoritmy mashinnoy grafiki [Computer geometry and computer graphics algorithms]. SPb., BKHV Peterburg Publ., 2003, 560 p.

18. 2012 SOLIDWORKS API Help – RayIntersections Method (IModelDoc2) Available at: http://help.solidworks.com/2012/English/api/sldworksapi/solidworks.interop.sldworks~solidworks.interop.sldworks.imodeldoc2~rayintersections.html (accessed: 26.10.2017).

 


Shaura Aleksandr Sergeevich – Cand. Sc., the 2nd category software engineer, JSC “IRZ”. E-mail:

shauraa@mail.ru.

Sherstennikova Gulnara Nurshaehovna – the 2nd category design engineer, JSC “IRZ”. E-mail: vakilova@irz.ru.


  DETERMINATION OF TOTAL IONIZATION DOSE BY RAY TRACE ANALYSIS BASED ON A GEODESIC SPHERE