Simulation Working Group Meeting chaired by Vladimir Eremin (Ioffe Physical Technical Institute of Russian Academy of Scienc) from Wednesday, March 27, 2013 at 09:00 to Thursday, March 28, 2013 at 18:00 (Europe/Zurich) at CERN ( 160-1-009 ) Descripti ..This is just a collection of presentation (timing might shift!) mm on Go to day Wednesday, March 27, 2013 locked 10:00 - 18:00 Meeting (with video) Join Vidyo Agenda: 1. Status of Si irradiated detectors simulation with professional software. 1.1 Unified 2 Deep level model for the current and E(x) simulations. PTI will start, Delhi University, and …….) 1.2 Results of E(x) simulation. Discussion and presentation. 1.2 How to “calibrate” 2 deep level model? PTI will start, high activity of Ljubljana group is very welcome and ….. 1.2 Experimental data for E(x) in irradiated detectors. Discussion and presentation. 2. Parameters and parameterization for the 2 deep level model followed from simulations. PTI will start, and ……. 3. Future step – Charge Collection Efficiency (no avalanche) 3.1 Trapping time parameterization. PTI will start, high activity of Ljubljana group is very welcome and …… 3.2 Detector properties parameterization. Table of standard parameters for CCE simulation SWG meeting, CERN, March 27,28-2013 Vladimir Eremin (Ioffe Physical Technical Institute of Russian Academy of Science) 10:00 Introduction45' 10:30 PTI results on I(T) and E(X) simulations with two midgap energy levels. Speaker: Elena Verbitskaya (Ioffe Physical Technical Institute of Russian Academy of Science) 11:00 Simulations of irradiated detectors: E(x) & parameterization30' Speaker: Timo Hannu Tapani Peltola (Helsinki Institute of Physics (FI)) 11:30 Comparison of radiation damage models for n-in-n sensors20' Speakers Dr. Marco Bomben (U. di Trieste), Marco Bomben (Univ. P. et Marie Curie (Paris VI) (FR)) : Thursday, March 28, 2013 10:00 - 17:00 Meeting (no video) Convener: 1. 1.1 1.2 1.3 Location: Round table discussion Silvaco, Sinopsys and other software. Programming problems Conclusions Different 155-R-047 This is the simulation working group mailing list. You are welcome to participate. https://e-groups.cern.ch/e-groups/Egroup.do?egroupId=10074036 SWG meeting, CERN, March 27,28-2013 Status and program by Vladimir Eremin Simulation group meeting March 27, 28, 2013 CERN Electric field evolution with fluence in Hamburg model P+ N+ _ + Neff(F) Space Charge Sigh Inversion (SCSI) Fscsi ~ 1e13 n/cm2 E(x) F=0 x V.Eremin, RD50, Nov 2011 PTI model for electric field distribution in irradiated detectors V. Eremin, E. Verbitskaya, Z. Li. “The Origin of Double Peak Electric Field Distribution in Heavily Irradiated Silicon Detectors”, NIM A 476 (2002) 556. -V Neff trapping Trapping of free carriers from detector reverse current to midgap energy levels of radiation induced defects leads to DP E(x) DLs responsible for DP E(x) are midgap DLs: DD: Ev + 0.48 eV DA: Ec – (0.52 – 0.595) eV V.Eremin, RD50, Nov 2011 The idea for irradiated detectors simulation On bases of minimized set microscopic parameters of irradiated silicon to reconstruct the detector performance at certain operational conditions. We use 2 mid gap energy levels DD and DA to reconstruct and predict: 1-st step – E(x) distribution 2-nd step – bulk generated current + E(X) 3-rd step - bulk generated current + E(X) + trapping Parameterization (cross-test) (as presented in Bari, 31 May 2012) • • • • • • • • • • • • • • The parameters listed below are chosen to have the more pronounced DP effect and do not correspond to the correct description of the detector performance. The PTI set of parameters for cross-test of modeling software: Detector thickness -------------------------------------------------------- d=0.03 cm Concentration of shallow donors (phosphorus) ------------NSD = 6e11 cm-3 Bulk generated current calculated from Single level model Effective energy of current generating level----------------- Ej = 0.65 eV Effective cross-section of current generating level --------- sj = 1e-13cm2 Introduction rate of current generating level ---------------- Gj = 1 cm-1 Radiation induced deep levels Type of defect Activation energy, eV Deep donor Deep acceptor EDD - EV = 0.48 EDA - EV = 0.595 Trapping cross section, cm2 eh = 1e-15 eh = 1e-15 Introduction rate, cm-1 GDD = 1 GDA = 1 We will compare the results of simulation for the following set of parameters: T = 290K and 260K V= 200V, 300V, 500V, 1000V at F = 1e15cm-2 F= 1e13, 1e14, 3e14, 1e15, 3e15 cm-2 at V=300V SWG meeting, CERN, March 27,28-2013 Simulated electric field in irradiated detector in the frame of PTI model 8.E+07 2.E+13 7.E+07 2.E+13 4.0E+4 Neff 4.E+07 p(x) 3.E+07 2.E+07 5.E+12 0.E+00 0.00 -5.E+12 0.01 0.02 0.03 0.04 -1.E+13 -2.E+13 -2.E+13 1.E+07 0.01 0.02 0.03 0.04 Distance from p+, cm 0.05 3.0E+4 2.5E+4 2.0E+4 1.5E+4 1.0E+4 5.0E+3 -3.E+13 0.E+00 0.00 0.05 Electric field, V/cm n(x) 5.E+07 E(x) 3.5E+4 1.E+13 6.E+07 Concentrations, cm-3 Concentrations, cm-3 F=1e15, V=400V, d=300 um, T=260K 0.0E+0 0 -3.E+13 0.01 0.02 0.03 0.04 0.05 Distance from p+, cm Distance from p+, cm MGL parameters in the PTI model V.Eremin, RD50, Nov 2011 The main results on simulations presented in Bari - 2012 1. The simulation community is formed and it is active. New participants are welcome. 2. The generation of detector bulk current can be introduced into TCAD via parameter “Life time”. 3. With the parameter ‘Life time” the DP E(x) effect can be simulated 4. Clarification how the “Life time” is related with the bulk generated current in TCAD program is an essential task Conclusion: The TCAD can be applied for E(X) simulation in irradiated Si detectors and We expect today to see the results on E(x) calculation with 2MGL which are extracted from the bulk generated current. The idea for irradiated detectors simulation On bases of minimized set microscopic parameters of irradiated silicon to reconstruct the detector performance at certain operational conditions. We use 2 mid gap energy levels DD and DA to reconstruct and predict: 1-st step – E(x) distribution 2-nd step – bulk generated current + E(X) 3-rd step - bulk generated current + E(X) + trapping SWG meeting, CERN, March 27,28-2013 2DL model calibration Not defined values for irradiated detectors modeling: 1. Microscopic effective parameters for midgap levels: activation energy – known from I(T) Arhenius plot; N(DD) and N(DA) as well as their trapping cross-sections σ(DD), σ(DA) could not be measured directly. only the products N x σ are known from the I(T) experiment additional date for I(T) from DLTS and TSC are important to increase the product accuracy 2. E(X) is the independent source for the microscopic parameters evaluation by comparison of the simulated E(x) with the experimental one (microscopic E(X) model calibration) This requires edge TCT results treated with parameterized Vdr(E). Conclusion: Any results from the groups which have advanced edge TCT are very welcome SWG meeting, CERN, March 27,28-2013 Trapping probability t-1 = 1/τ(0) + σ*Vth*Ntr = 1/τ(0) +bF A. Bates, ….. NIM A 555 (2005) 113 I. Mandic, ...... NIM A 612 (2010) 474 Trapping probability, [s-1cm2] neutrons protons βe 3.2x10-7 5.5x10-7 βh 3.5x10-7 7.1x10-7 SWG meeting, CERN, March 27,28-2013 Can we explain trapping in the frame of two DL model? Estimations: With β = 5e-7[s-1cm2] and fluence F = 1e14 [cm-2] the trapping time is 2e-8 [s] and with trapping cross-section σ = 1e-14 [cm2] thermal velocity Vth = 2e7 [cm s-1] Nt = 1/[σVthT] = 2.5e14 [cm-3] or K(Nt) = 2.5 From PTI bulk generated current parameterization K(DA) = 1.6 K(DD) = 0.8 Conclusion: K(Nt), K(DA) and K(DD) have the same range and therefore the 2DL model has a chance to be extended to CCE(F). SWG meeting, CERN, March 27,28-2013 Phenomena parameterization Temperature range: 77 – 300K Electric field range: 0 – 2e5 V Phenomenon parameter Drift properties Electron drift velocity vs. T, E formula Source, Notes Hole drift velocity vs. T, E Trapping Electron thermal velocity vs. T 12e5 * T^0.5 Hole thermal velocity vs. T 9.09e5 * T^0.5 Cross-sections vs. T Bulk current generation Density of states Nc Density of states Nv Intrinsic concentration vs. T Cross-sections vs. T Notes: Cross-sections vs. E dependences should be switched of Eg(T) is considered in intrinsic concentration only Activation energy does not depend on T SWG meeting, CERN, March 27,28-2013 Waiting field parameterization Source Experiment 18/62-300 TDR ATLAS 18/62-300 Note 3.50E+02 waiting electric field, V/cm Geometry 3.00E+02 Calculation 2.50E+02 Fit 2.00E+02 1.50E+02 1.00E+02 5.00E+01 0.00E+00 0 0.01 0.02 0.03 0.04 distance, cm E*(x) = K1/d + K2(x/d)^a Notes: The E* is parameterized along the strip axes where: K1 = 0.25 [cm] K2 = 244 [V] a=9 d = 0.03 [cm] SWG meeting, CERN, March 27,28-2013 The next steps forward (software cross test) • Continue the cross tests of TCAD and other available software with the distributed set of parameters The new goal: • Charge collection modeling which combines: E(x) + Q(t) + Induction = Q collected where: detector type - PAD E(x) is known from the 1-st step of the project Trapping time = f(F) linear approximation (as it defined in the next PPT) The results of simulation: - Current response for SRP- Ie(t), Ih(t) - Charge evolution - Qe(t), Qh(t) - the induced (collected) charge - Qe, Qh SWG meeting, CERN, March 27,28-2013 Standard parameterization • • • • • • • The parameters listed below are chosen to have the more pronounced DP effect and do not correspond to the correct description of the detector performance. The set of parameters for cross-test of modeling software: Detector thickness -------------------------------------------------------- d=0.03 cm Concentration of shallow donors (phosphorus) ------------NSD = 6e11 cm-3 Bulk generated current calculated from Single level model Radiation induced deep levels • • • • We will compare the results of simulation for the following set of parameters: T = 290K and 260K V= 200V, 300V, 500V, 1000V at F = 1e15cm-2 F= 1e13, 1e14, 3e14, 1e15, 3e15 cm-2 at V=300V Type of defect Deep donor Deep acceptor Activation energy, eV Trapping cross section, cm2 EDD - EV = 0.48 eh = 1e-15 EDA - EV = 0.595 eh = 1e-15 Introduction rate, cm-1 GDD = 1 GDA = 1 Trapping parameters: Tau(0) = 1e-3 [s] βe = 3.2e-7 [s-1cm2] βh = 3.5e-7 [s-1cm2] SWG meeting, CERN, March 27,28-2013 The next steps forward (model development and test) • • • Phenomena parameterization Weighting potential approximation Data base The new goal: • Charge collection modeling with 2 MGLs: I(T) + E(x) + Q(t) + Induction(PAD) = Q collected where: detector type - PAD E(x) from updated parameters Trapping time = f(F) linear approximation The results of simulation: - Current response for SRP- Ie(t), Ih(t) - Charge evolution along the collection trajectory - Qe(t), Qh(t) - Induced (collected) charge - Qe, Qh SWG meeting, CERN, March 27,28-2013 Thank you for your attention Topics for “Detectors modeling” working group in RD50 collaboration. Bulk current generation Collecting existing experimental data J(T), J(F) - There should be a lot of TSC and I-DLTS data (I(T) above depletion) existing - Any other existing data welcome to be contributed Measurements of the current activation energy for different particles and fluences - As far as possible temperature range. - A range from -40C to +40C seems to be sufficient. - Use diodes (no segmented detectors) with connected guard ring! Microscopic modeling of bulk generation current Trapping time fluence dependence Collecting existing experimental data τ(F) Measurement of trapping time - Classic TCT - Edge TCT - ..other methods? Microscopic model High electric field effects Experimental data on E(x) in irradiated detectors Collecting E(x) “experimental data” in PAD detectors E(x) measurements E(x) in irradiated detectors modeling Band Parameters Epsilon : 11.8 Eg (eV) : 1.12 Chi (eV) : 4.17 Nc (cm-3) : 2.66e+19 Nv (cm-3) : 9.88e+18 ni (cm-3) : 2.86e+09 Incomplete Ionization Parameters Gc : Gv : Ed (eV) : Ea (eV) : 2 4 0.044 0.045 Recombination Parameters taun0 taup0 Thermal Velocities vsatn (cm/s) : 1.04e+07 vsatp (cm/s) : 1.04e+07 REGIONAL MODEL FLAGS SRH bgn : 1e-07 : 1e-07 T, consrh T , Auger T , T, impact T, Boltzmann T,