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Review of (UPFLF) Plasma Focus Numerical Experiments

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1 Review of (UPFLF) Plasma Focus Numerical Experiments
S Lee1,2,3 & H Saw1,2 1INTI International University, Nilai, Malaysia 2Institute for Plasma Focus Studies, Melbourne, Australia 3University of Malaya, Kuala Lumpur, Malaysia International Workshop on Plasma Science and Applications, 4 & 5 October 2012, Bangkok, Thailand

2 Plasma Focus Numerical Experiments- Outline of Lecture
Development, usage and results Basis and philosophy Reference for Diagnostics Insights and frontiers Continuing development- Ion beam modelling

3 UNU ICTP PFF- 3 kJ Plasma Focus Designed for
UNU ICTP PFF- 3 kJ Plasma Focus Designed for International Collaboration within AAAPT Background

4 Design of the UNU/ICTP PFF- 3kJ Plasma Focus System Background

5 UNU/ICTP PFF- placed at ICTP, 1988 Background
Network: Malaysia, Singapore, Thailand, Pakistan, India, Egypt, Similar machines with designs based on or upgraded: Zimbabwe, Syria, USA, Bulgaria, Iran

6 The Code Intro code From beginning of that program it was realized that the laboratory work should be complemented by computer simulation. A 2-phase model was developed in 1983 We are continually developing the model to its present form It now includes thermodynamics data so the code can be operated in H2, D2, D-T, N2, O2, He, Ne, Ar, Kr, Xe. We have used it to simulate a wide range of plasma focus devices from the sub-kJ PF400 (Chile) , the small 3kJ UNU/ICTP PFF (Network countries), the NX2 3kJ Hi Rep focus (Singapore), medium size tens of kJ DPF78 & Poseidon (Germany) to the MJ PF1000, the largest in the world. An Iranian Group has modified the model, calling it the Lee model, to simulate Filippov type plasma focus .

7 Review of UPFLF Plasma Focus Numerical Experiments Intro code
The code10 couples the electrical circuit with PF dynamics, thermodynamics and radiation. Using standard circuit equations and Newtonian equations of motion adapted for the plasma focus: the code is consistent in (a) energy, (b) charge and (c) mass.

8 Development of the code Intro code
It was described in and used in the design and interpretation of experiments12-15. An improved 5-phase code incorporating finite small disturbance speed16, radiation and radiation-coupled dynamics was used17-19, It was web-published20 in 2000 and Plasma self- absorption was included20 in 2007

9 Usage Intro code It has been used extensively as a complementary facility in several machines, for example: UNU/ICTP PFF12,14,15,17-19, NX219,22, NX119, DENA23, AECS It has also been used in other machines for design and interpretation including Chile’s sub-kJ PF and other machines24, Mexico’s FNII25 and the Argentinian UBA hard x-ray source26. More recently KSU PF (US), NX3 (Singapore), FoFu I (US) and several Iranian machines APF, Tehran U, AZAD U

10 Information derived Intro code
Information computed includes axial and radial dynamics11,17-23, pinch properties SXR emission characteristics and yield17-19, 22, 27-33, design of machines10,12,24,26, optimization of machines10,22, 24,30 and adaptation to Filippov-type DENA23. Speed-enhanced PF17 was facilitated.

11 Information Derived Intro code
Scaling Properties; Constancy of energy density (per unit mass) across range of machines14 Hence same temperature and density14 Constancy of drive current density I/a relating to the speed factor14 (I/a)/r0.5 Scaling of pinch dimensions & lifetime14 with anode radius ‘a’: pinch radius ratio rp/a =constant pinch length ratio zp/a=constant pinch duration ratio tp/a=constant

12 Recent development and Insights Intro code
PF neutron yield calculations34 Current & neutron yield limitations35 with reducing L0 Wide-ranging neutron scaling laws Wide-ranging soft x-ray scaling laws in various gases Neutron saturation36,37- cause and Global Scaling Law Radiative collapse 38 Current-stepped PF39 Extraction of diagnostic data33,40-42 Anomalous resistance data43,44 from current signals Benchmarks for Ion Beams- scaling with E0.

13 Philosophy of our Modelling Philosophy
Experimental based Utility prioritised To cover the whole process- from lift-off, to axial, to all the radial sub-phases; and recently to post-focussed phase which is important for advanced materials deposition and damage simulation.

14 Priority of Basis Philosophy
Correct choice of Circuit equations coupled to equations of motion ensures: Energy consistent for the total process and each part of the process Charge consistent Mass consistent Fitting computed current waveform to measured current waveform ensures: Connected to the reality of experiments

15 Priority of Results Philosophy
Applicable to all PF machines, existing and hypothetical Current Waveform accuracy Dynamics in agreement with experiments Consistency of Energy distribution Realistic Yields of neutrons, SXR, other radiations; Ions and Plasma Stream (latest-Benchmarks); in conformity with experiments Widest Scaling of the yields Insightful definition of scaling properties Design of new devices; e.g. Hi V & Current-Step Design new experiments-Radiative cooling & collapse

16 Philosophy, modelling, results &
Philosophy, modelling, results & applications of the Lee Model code Philosophy

17 Numerical Experiments Philosophy
Range of activities using the code is so wide Not theoretical Not simulation The correct description is: Numerical Experiments

18 UPFLF-The Code Control Panel- configured for PF1000 Demo
L0 nH C0 mF b cm a cm z0 r0 mW fm fc fmr fcr V0 P0 M.W. A At/Molecular

19 PF1000, ICDMP Poland, the biggest plasma focus in the world
PF1000, ICDMP Poland, the biggest plasma focus in the world Firing the PF Demo

20 Fitting: 1. L0 fitted from current rise profile 2
Fitting: 1. L0 fitted from current rise profile 2. Adjust model parameters (mass and current factors fm, fc, fmr, fcr) until computed current waveform matches measured current waveform (sequential processes shown below) Demo

21 PF1000 fitted results Demo

22 PF1000: Yn Focus & Pinch Properties as functions of Pressure Demo

23 Plasma Focus- Numerical Experiments leading Technology Insights
Numerical Experiments- For any problem, plan matrix, perform experiments, get results- sometimes surprising, leading to new insights In this way, the Numerical Experiments have pointed the way for technology to follow

24 NE showing the way for experiments and technology Insights
PF1000 (largest PF in world): 1997 was planning to reduce static inductance so as to increase current and neutron yield Yn. They published their L0 as 20 nH Using their published current waveform and parameters we showed a. their L0 =33 nH b. their L0 was already at optimum c. that lowering their L0 would be a waste of effort and resources

25 As L0 was reduced from 100 to 35 nH - As expected
Results from Numerical Experiments with PF For decreasing L0- from 100 nH to 5 nH Insights 1 As L0 was reduced from 100 to 35 nH - As expected Ipeak increased from 1.66 to 3.5 MA Ipinch also increased, from 0.96 to 1.05 MA Further reduction from 35 to 5 nH Ipeak continue to increase from 3.5 to 4.4 MA Ipinch decreasing slightly to - Unexpected  1.03 MA at 20 nH,  1.0 MA at10 nH, and  0.97 MA at 5 nH. Yn also had a maximum value of 3.2x1011 at 35 nH.

26 Pinch Current Limitation Effect - Insights 1
L0 decreases higher Ipeak bigger a longer zp bigger Lp L0 decreases shorter rise time shorter zo smaller La L0 decreases, Ipinch/Ipeak decreases

27 Pinch Current Limitation Effect Insights 1
L0 decreases, L-C interaction time of capacitor decreases L0 decreases, duration of current drop increases due to bigger a Capacitor bank is more and more coupled to the inductive energy transfer Effect is more pronounced at lower L0

28 Pinch Current Limitation Effect Insights 1
A combination of two complex effects Interplay of various inductances Increasing coupling of C0 to the inductive energetic processes as L0 is reduced Leads to this Limitation Effect Two basic circuit rules: lead to such complex interplay of factors which was not foreseen; revealed only by extensive numerical experiments

29 Neutron yield scaling laws and neutron saturation problem Insights 2
One of most exciting properties of plasma focus is Early experiments show: Yn~E02 Prospect was raised in those early research years that, breakeven could be attained at several tens of MJ . However quickly shown that as E0 approaches 1 MJ, a neutron saturation effect was observed; Yn does not increase as much as expected, as E0 was progressively raised towards 1 MJ. Question: Is there a fundamental reason for Yn

30 Global Scaling Law Insights 2 Scaling deterioration observed in numerical experiments (small black crosses) compared to measurements on various machines (larger coloured crosses) Neutron ‘saturation’ is more aptly portrayed as a scaling deterioration-Conclusion of IPFS-INTI UC research S Lee & S H Saw, J Fusion Energy, (2008) S Lee, Plasma Phys. Control. Fusion, 50 (2008) S H Saw & S Lee.. Nuclear & Renewable Energy Sources Ankara, Turkey, 28 & 29 Sepr 2009. S Lee Appl Phys Lett 95, (2009) Cause: Due to constant dynamic resistance relative to decreasing generator impedance

31 Scaling for large Plasma Focus Scaling 1
Targets: IFMIF (International fusion materials irradiation facility)-level fusion wall materials testing (a major test facility for the international programme to build a fusion reactor)- essentially an ion accelerator

32 IPFS numerical Experiments:
Fusion Wall materials testing at the mid-level of IFMIF: 1015 D-T neutrons per shot, 1 Hz, 1 year for dpa- Gribkov Scaling 1 IPFS numerical Experiments:

33 Operating Parameters: 35kV, 14 Torr D-T E0=8.2 MJ
Possible PF configuration: Fast capacitor bank 10x PF1000-Fully modelled- 1.5x1015 D-T neutrons per shot Scaling 1 Operating Parameters: 35kV, 14 Torr D-T Bank Parameters: L0=33.5nH, C0=13320uF, r0=0.19mW E0=8.2 MJ Tube Parameters: b=35.1 cm, a=25.3 cm z0=220cm Ipeak=7.3 MA, Ipinch=3.0 MA Model parameters 0.13, 0.65, 0.35, 0.65

34 Ongoing IPFS numerical experiments of Multi-MJ Plasma Focus Scaling 1

35 50 kV modelled- 1.2x1015 D-T neutrons per shot Scaling 1
Operating Parameters: 50kV, 40 Torr D-T Bank Parameters: L0=33.5nH, C0=2000uF, r0=0.45mW E0=2.5 MJ Tube Parameters: b=20.9 cm, a=15 cm z0=70cm Ipeak=6.7 MA, Ipinch=2.8 MA Model parameters 0.14, 0.7, 0.35, 0.7 Improved performance going from 35 kV to 50 kV

36 IFMIF-scale device Scaling 1
Numerical Experiments suggests the possibility of scaling the PF up to IFMIF mid-scale with a PF1000-like device at 50kV and 2.5 MJ at pinch current of 2.8MA Such a system would cost only a few % of the planned IFMIF

37 Scaling further- possibilities Scaling 2
1. Increase E0, however note: scaling deteriorated already below Yn~E0 2. Increase voltage, at 50 kV beam energy ~150kV already past fusion x-section peak; further increase in voltage, x-section decreases, so gain is marginal Need technological advancement to increase current per unit E0 and per unit V0. We next extrapolate from point of view of Ipinch

38 Scaling from Ipinch using present predominantly beam-target : Yn=1
Scaling from Ipinch using present predominantly beam-target : Yn=1.8x1010Ipeak3.8; Yn=3.2x1011Ipinch4.4 (I in MA) Scaling 2

39 SXR Scaling Laws Scaling 3
First systematic studies in the world done in neon as a collaborative effort of IPFS, INTI IU CPR and NIE Plasma Radiation Lab: Ysxr = 8300× Ipinch3.6 Ysxr = 600 × Ipeak in J (I in MA). Scaling laws extended to Argon, N and O by M Akel AEC, Syria in collaboration.

40 Special characteristics of SXR-for applications Scaling 3
Not penetrating; for example neon SXR only penetrates microns of most surfaces Energy carried by the radiation is delivered at surface Suitable for lithography and micro-machining At low intensity - applications for surface sterilisation or treatment of food at high levels of energy intensity, Surface hammering effect;, production of ultra-strong shock waves to punch through backing material; or as high intensity compression drivers in fusion scenarios

41 Compression- and Yield- Enhancement methods Scaling 4
Suitable design optimize compression Role of high voltage Role of special circuits e.g current-steps Role of radiative cooling and collapse

42 Latest development Latest
Modelling: Ion beam fluence Post focus axial shock waves Plasma streams Anode sputtered material

43 Plasma Focus Pinch Latest photo taken by Paul Lee on INTI PF

44 Emissions from the PF Pinch region Latest
+Mach500 Plasma stream +Mach20 anode material jet

45 Highest pre-pinch radial speed>25cm/us M250
Sequence of shadowgraphs of PF Pinch- M Shahid Rafique PhD Thesis NTU/NIE Singapore Latest Highest post-pinch axial shock waves speed ~50cm/us M500 Highest pre-pinch radial speed>25cm/us M250

46 Slow Copper plasma jet 2cm/us M20
Much later…Sequence of shadowgraphics of post-pinch copper jet S Lee et al J Fiz Mal 6, 33 (1985) Latest Slow Copper plasma jet 2cm/us M20

47

48 Extracted from V A Gribkov presentation: IAEA Dec 2012

49 Comparing large and small PF’s- Dimensions and lifetimes- putting shadowgraphs side-by-side, same scale Anode radius 1 cm cm Pinch Radius: 1mm mm Pinch length: 8mm mm Lifetime ~10ns order of ~100 ns

50 Flux out of Plasma Focus
Charged particle beams Neutron emission when operating with D Radiation including Bremsstrahlung, line radiation, SXR and HXR Plasma stream Anode sputtered material

51 Plasma Focus Ion Beam Fluence and Flux –Scaling with Stored Energy E0
Plasma Focus Ion Beam Fluence and Flux –Scaling with Stored Energy E0 Latest Many Measurements on plasma focus ion beams have been published Include various advanced techniques producing a bewildering variety of data using variety of units Yet to produce benchmark numbers. Our latest work uses the Lee Model code, integrated with experimental measurements to provide the basis for reference numbers and the scaling of deuteron beams versus E0

52 Basic Definition of Ion Beam characteristics Latest
Beam number fluence Fib defines (ions m-2) Beam energy fluence defines (J m-2) Flux =fluence x pulse duration Beam number flux Fib/t defines (ions m-2s-1) Beam energy flux defines (W m-2)

53 Modelling the flux Latest
Ion beam number fluence is derived from beam-plasma target considerations as: Fibt = Cn Ipinch2zp[ln(b/rp)]/ (prp2 U1/2) ions m-2 All SI units:calibration constant Cn =8.5x108; calibrated against experimental point at 0.5MA Ipinch=pinch current zp=pinch length b=outer electrode, cathode radius rp=pinch radius U=beam energy in eV where in this model U=3x Vmax (max dynamic induced voltage) These values are computed by our code

54 zp=0.188 m, b/rp=16 cm/2.23 cm, ln(b/rp)=1.97,
Example: Numerical Experiment for PF1000 based on following fitted parameters: Latest L0=33 nH, C0=1332 uF, r0=6.3 mW b=16 cm, a= 11.6 cm, z0=60 cm fm=0.14, fc=0.7, fmr=0.35, fcr=0.7 V0=27 kV, P0= 3.5 Torr MW=4, A=1, At=2 for deuterium Results are extracted from dataline after shot: Ipinch=8.63x105 A, zp=0.188 m, b/rp=16 cm/2.23 cm, ln(b/rp)=1.97, U=3Vmax=3x4.21x104 =1.26x105 V

55 From the above; estimate ions/m2 per shot
For PF1000 (at 500 kJ) we obtained Jbt =4.3x1020 ions/m2 per shot =4.3x1016 ions/cm2 per shot at 126 keV Computing for various plasma focus we obtain the following table:

56 Table 1: Parameters of a range of Plasma Focus and
Table 1: Parameters of a range of Plasma Focus and computed Ion Beam characteristics Latest Machine PF1000 DPF78 NX3 INTIPF NX2 PF-5M PF400J E0 (kJ) 486 31.0 14.5 3.4 2.7 2.0 0.4 L0 (nH) 33 55 50 110 20 40 V0 (kV) 27 60 17 15 14 16 28 'a' (cm) 11.50 4.00 2.60 0.95 1.90 1.50 0.60 c=b/a 1.4 1.3 2 2.2 1.7 Ipeak (kA) 1846 961 582 180 382 258 129 Ipinch (kA) 862 444 348 122 220 165 84 zp (cm) 18.8 5.5 3.8 2.8 2.3 0.8 rp (cm) 2.23 0.62 0.13 0.31 0.22 0.09 t (ns) 255 41.0 36.5 7.6 30.0 12.2 5.1 Vmax (kV) 42 68.3 35 25 22 32.3 18

57 3.9 3.2 5.7 3.6 3.4 2.4 2.6 Machine IB Ion Fluence (x1020m-2) PF1000
Latest Machine IB Ion Fluence (x1020m-2) PF1000 3.9 DPF78 3.2 NX3 5.7 INTI 3.6 NX2 3.4 PF5M 2.4 PF400J 2.6 IB Ion Flux (x1027m-2s-1) 1.5 7.8 15.6 46.7 11.5 19.6 50.4 Mean Ion Energy (keV) 126 205 105 75 66 97 54 IB Energy Fluence (x106 J m-2) 10.6 9.6 4.3 3.7 2.2 IB Energy Flux (x1013 W m-2) 3.1 25.8 26.3 56.4 12.0 30.6 43.2 Ion Number (x1014) 6100 390 280 19 110 37 5.9 IB Energy (J) 12248 1284 479 23 111 58 5.1 (% E0) (2.5) (4.1) (3.3) (0.7) (2.8) (1.3) IB current (kA) 380.0 152.4 124.8 40.0 56.7 49.1 18.6 IB Damage Ftr (x1010 Wm-2s0.5) 1.6 5.2 5.0 4.9 2.1 Ion Speed (cm/ms) 347 443 317 269 250 305 226 Ion Number per kJ (x1014) 12.6 12.7 19.4 5.6 40.1 18.1 15.1 Plasma Stream Energy (J) 39120 394 1707 249 369 92 17 (8.1) (12.0) (7.4) (13.7) (4.5) Plasma Stream Speed (cm/ms) 18.2 23.1 24.2 47.4 20.1 48.6 35.7

58 Table 2: Summary of Range of Ion beam properties and suggested scaling
Ion Beam Property Units (multiplier) Range Suggested Scaling Fluence Ions m-2 ( x1020) 2.4 – 7.8 independent of E0 Average ion energy keV Energy Fluence J m-2 (x106) 2 - 33 Beam exit radius fraction of radius 'a' scales with 'a' Beam Ion number Ions per kJ ( x1014) * scales with E0 Beam energy % of E0 1.3 – 5.4+ Beam charge mC per kJ # Beam duration ns per cm of ‘a’ 8 – 20 scales with ‘a’ Flux ions m-2 s-1 (x1027) 1.5 – 50 Energy flux W m-2 (x1013) 3 – 56 Beam current % of Ipeak 14 – 23 scales with Ipeak Damage Factor (x1010 Wm-2s0.5) 1.6 – 11 *= 6 for INTI PF += 0.7 for INTI PF #= 0.1 for INTI PF

59 (b) Philosophy, modelling, results and
(b) Philosophy, modelling, results and applications of the Lee Model code TR Package

60 Plasma Focus Numerical Experiments- Conclusions: We have covered
Development, usage and results Basis and philosophy Reference for Diagnostics Insights and frontiers Continuing development- Ion beam modelling

61 References 10S Lee, Radiative Dense Plasma Focus Computation Package: RADPF. websites) 11 S Lee in Radiation in Plasmas Vol II, Ed B McNamara, Procs of Spring College in Plasma Physics (1983) ICTP, Trieste, p , ISBN , Published byWorld Scientific Publishing Co, Singapore (1984) 12S Lee, T.Y. Tou, S.P. Moo, M.A. Elissa, A.V. Gholap, K.H. Kwek, S. Mulyodrono, A.J. Smith, Suryadi, W.Usala & M. Zakaullah. Amer J Phys 56, 62 (1988) 13T.Y.Tou, S.Lee & K.H.Kwek. IEEE Trans Plasma Sci 17, (1989) 14S Lee & A Serban, IEEE Trans Plasma Sci 24, (1996) 15 SP Moo, CK Chakrabarty, S Lee - IEEE Trans Plasma Sci 19, (1991) 16D E Potter, Phys Fluids 14, 1911 (1971) 17A Serban and S Lee, Plasma Sources Sci and Tehnology, 6, 78 (1997) 18M H Liu, X P Feng, SV Springham & S Lee, IEEE Trans Plasma Sci. 26, 135 (1998) 19S Lee, P.Lee, G.Zhang, X.Feng, V.A.Gribkov, M.Liu, A.Serban & T.Wong. IEEE Trans Plasma Sci, 26, 1119 (1998) 20S.Lee in (archival website) (2012) 21S. Lee in ICTP Open Access Archive: (2005) 22D.Wong, P.Lee, T.Zhang, A.Patran, T.L.Tan, R.S.Rawat & S.Lee. Plasma Sources, Sci & Tech 16, 116 (2007) 23V. Siahpoush, M.A.Tafreshi, S. Sobhanian, & S. Khorram. Plasma Phys & Controlled Fusion 47, 1065 (2005)

62 References 24L. Soto, P. Silva, J. Moreno, G. Silvester, M. Zambra, C. Pavez, L. Altamirano, H. Bruzzone, M. Barbaglia, Y. Sidelnikov & W. Kies. Brazilian J Phys 34, 1814 (2004) 25H.Acuna, F.Castillo, J.Herrera & A.Postal. International conf on Plasma Sci, 3-5 June 1996, conf record Pg127 26C.Moreno, V.Raspa, L.Sigaut & R.Vieytes, Applied Phys Letters 89(2006) 27S. Lee, R S Rawat, P Lee and S H Saw, J. Appl. Phys. 106, (2009)  28S. H. Saw and S. Lee, Energy and Power Engineering, 2 (1), (2010)  29M. Akel, Sh Al-Hawat, S H Saw and S Lee, J Fusion Energy, 29, 3, (2010)  30S H Saw, P C K Lee, R S Rawat, S Lee, IEEE Trans Plasma Sci, 37, (2009) 31Sh. Al-Hawat, M. Akel, S H Saw, S Lee, J Fusion Energy, 31, 13 – 20, (2012)  32Sh Al-Hawat, M. Akel , S. Lee, S. H. Saw, J Fusio Energy 31, (2012)  33S Lee, S H Saw, R S Rawat, P Lee, A.Talebitaher, A E Abdou, P L Chong, F Roy, A Singh, D Wong and K Devi, IEEE Trans Plasma Sci 39, (2011)  34S Lee and S H Saw, J Fusion Energy, 27, (2008)  35S. Lee and S H Saw, Appl. Phys. Lett., 92, (2008)  36S Lee. Plasma Physics Controlled Fusion, (2008) 37S Lee. Appl. Phys. Lett (2009) 

63 References 38S Lee, S. H. Saw and Jalil Ali, J Fusion Energy DOI: /s First Online 26 Feb (2012)  39S Lee and S H Saw, J Fusion Energy DOI: /s First Online 31 January (2012)  40 S Lee, S H Saw, P C K Lee, R S Rawat and H Schmidt, Appl Phys Lett 92, (2008)  41S H Saw, S Lee, F Roy, PL Chong, V Vengadeswaran, ASM Sidik, YW Leong & A Singh, Rev Sci Instruments, 81, (2010)  42 S Lee, S H Saw, R S Rawat, P Lee, R Verma, A.Talebitaher, S M Hassan, A E Abdou, Mohamed Ismail, Amgad Mohamed, H Torreblanca, Sh Al Hawat, M Akel, P L Chong, F Roy, A Singh, D Wong and K Devi, J Fusion Energy 31,198–204 (2012)  43S Lee, S H Saw, A E Abdou and H Torreblanca, J Fusion Energy 30, (2011)  44F M Aghamir and R A Behbahani, J. Plasma Physics: doi: /S in press (2012)  45 S.Lee, S.H.Saw, L..Soto, S V Springham, S P Moo, Plasma Phys and Control. Fusion, (11pp) (2009) 46 S.P. Chow, S. Lee and B.C. Tan, J Plasma Phys, (1972).

64 Review of (UPFLF) Plasma Focus Numerical Experiments
S Lee1,2,3 & H Saw1,2 1INTI International University, Nilai, Malaysia 2Institute for Plasma Focus Studies, Melbourne, Australia 3University of Malaya, Kuala Lumpur, Malaysia International Workshop on Plasma Science and Applications, 4 & 5 October 2012, Bangkok, Thailand

65 a the proven most effective hardware system of the UNU/ICTP PFF with
Developing the most powerful training and research system for the dawning of the Fusion Age TR Package Integrate: a the proven most effective hardware system of the UNU/ICTP PFF with b the proven most effective numerical experiment system Lee Model code with emphasis on dynamics, radiation and materials applications.

66 Into the fusion era: Plasma focus for training/Research- A complete package integrating Experiment and Numerical Experiment TR Package (a) Experimental facility: TRPF (repetitive) 1 kJ focus: 10 kV 20 uF 80 nH Measurements: current, voltage sufficient to deduce dynamics and estimate temperatures Fibre-optics, pin diodes; magnetic probes directly measure speeds, ns imaging SXR spectrometry, neutron counters & TOF, ion collectors for radiation & particle measurements Simple materials processing experiments

67 Into the fusion era: Plasma focus for research training TR Package
(b) Numerical Experiments code To complement TRPF Computes dynamics and energy distributions Plasma pinch evolution, size and life time Post focus Ion Beam, plasma stream and anode sputtered material Connection with reality: through fitting computed current to measured current trace Behaviour of plasma focus and yields as functions of pressure, gases, storage energies, circuit currents and pinch currents. Carry out above experiments with any plasma focus. Optimization of planned plasma focus

68 (a) The proven most effective 3 kJ PF system TR Package
The trolley based UNU/ICTP PFF 3 kJ plasma focus training and research system will be updated as a 1 kJ system

69 (b) The proven most effective and comprehensive Model code TR Package
Firmly grounded in Physics Connected to reality From birth to death of the PF Useful and comprehensive outputs Diagnostic reference-many properties, design, scaling & scaling laws, insights & innovations


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