[1] M. Korun, A. Likar, T. Vidmar. Monte-Carlo calculation of the spatial dependence of the coaxial HPGe detector efficiency for point sources. Nucl. Instr. And Meth. A. 390 (1997) 203-208.
[2] S. Ashrafi, A. Likar, T. Vidmar. Precise Modelling of a coaxial HPGe detector. Nucl. Instr. And Meth. A. 438 (1999) 421-428.
[3] I.O.B Ewa, D. Bodizs, S. Czifrus, Z. Molnar. Monte Carlo determination of full energy peak efficiency for a HPGe detector. Appl. Radiat. Isot. 55 (2001) 103–108.
[4] N.L. Maidana, V.R. Vanin, J.A. García-Alvarez, M. Hermida-López. Experimental HPGe coaxial detector response and efficiency compared to Monte Carlo simulations. Appl. Radiat. Isot. 108 (2016) 64-74.
[5] N.Q. Huy, D.Q. Binh, V.X. Ana. Study on the increase of inactive germanium layer in a high-purity germanium detector after a long time operation applying MCNP code. Nucl. Instr. and Meth. A. 573 (2007) 384-388.
[6] D. Budjas, M. Heisel, W. Maneschg, H. Simgen. Optimisation of the MC-model of a p-type Ge spectrometer for the purpose of efficiency determination. Appl. Radiat. Isot. 67 (2009) 706–710.
[7] J. Bosona, G. agren, L. Johansson. A detailed investigation of HPGe detector response for improved Monte Carlo efficiency calculations. Nucl. Instr. and Meth. A. 587 (2008) 304–314.
[8] N. Quang Huy. Dead-layer thickness effect for gamma spectra measured in an HPGe p-type detector. Nucl. Instr. and Meth. A. 641 (2011) 101-104.
[9] J. Rodenas, A. Pascual, I. Zarza, V. Serradell, J. Ortiz, L. Ballesteros. Analysis of the influence of germanium dead layer on detector calibration simulation for environmental radioactive samples using the Monte Carlo method. Nucl. Instr. and Meth. A. 496 (2003) 390-399.
[10] A. Azbouche, M. Belgaid, H. Mazrou. Monte Carlo calculations of the HPGe detector efficiency for radioactivity measurement of large volume environmental samples. J. Environ. Radioact. 146 (2015) 119-124.
[11] M.R. Zarea, M. Kamali, Z. Omidi, M. Fallahi Kapourchali. Designing and producing large-volume liquid gamma-ray standard sources for low radioactive pollution measurements of seawater samples by comparison between experimental and simulation results. Measurement (2016).
[12] N.L. Maidana, V.R. Vanin, V. Jahnke, J. Fernández-Varea, J.M. Martins. Efficiency calibration of x-ray HPGe detectors for photons with energies above the Ge K binding energy. Nucl. Instrum. Methods A. 729 (2013) 371–380.
[13] E. Andreotti, M. Hult, G. Marissens, G. Lutter, A. Garfagnini, S. Hemmer, K. VonSturm. Determination of dead-layer variation in HPGe detectors, Appl. Radiat. Isot. 87 (2014) 331-335.
[14] T. Azli, Z. Chaoui. Performance revaluation of a N-type coaxial HPGe detector with front edges crystal using MCNPX. Appl. Radiat. Isot. 97 (2015) 106-112.
[15] M.T. Haj-Heidari, M.J. Safari, H. Afarideh, H. Rouhi. Method for developing HPGe detector model in Monte Carlo simulation codes, Rad. Meas. 88 (2016) 1-6.
[16] E. Chham, F. Piñero García, T.El Bardouni, M. Angeles Ferro-García, M. Azahra, K. Benaaliloua, M. Krikiz, H. Elyaakoubi, J. El Bakkali, M. Kaddour. Monte Carlo analysis of the influence of germanium DL thickness on the HPGe gamma detector experimental efficiency measured by use of extended sources. Appl. Radiat. Isot. 95 (2015) 30-35.
[17] T. Vidmar. EFFTRAN- A Monte Carlo efficiency transfer code for gamma-ray spectrometry. Nucl. Instr. And Meth. A. 550 (2005) 603-608.
[18] T. Vidmar, G. Kanisch, G. Vidmar. Calculation of true concidence summing corrections for extended sources with EFFTRAN. Appl. Radiat. Isot. 69 (2011) 908-911.