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www.isl.eu
ISL - French-German Research Institute of Saint-Louis 5 rue du Général Cassagnou, BP 70034 68301 SAINT LOUIS CEDEX, France
Wed-Af-Po3.23-07
Modular Toroidal Copper Coil for the Investigation of Inductive Pulsed Power Generators in the MJ-Range2) France Laboratoire National des Champs Magnétiques Intenses (LNCMI), Toulouse, FR1) French-German Research Institute of Saint-Louis (ISL), Saint-Louis, FR O. LIEBFRIED1), V. BROMMER1), H. SCHARF1), M. SCHACHERER1), P. FRINGS2)
Toroidal designavoids magnetic stray fields
Shavranov or Princeton D-shapeto minimize bending forces and maximize L/R
Design and construction of the short time 1 MJ magnetic energy storage
[1] S. Hundertmark, G. Vincent, F. Schubert, J. Urban The NGL-60 Railgun, in IEEE Transactions on Plasma Science, vol. 47, no. 7, pp. 3327-3330, July 2019
[2] O. Liebfried, V. Brommer, S. Scharnholz Development of XRAM generators as inductive power sources for very high current pulses, 19th IEEE Pulsed Power Conference (PPC), San Francisco, CA, 2013, pp. 1-6, 2013
[3] P. Dedie, V. Brommer, S. Scharnholz ICCOS Countercurrent-Thyristor High-Power Opening Switch for Currents Up to 28 kA, in IEEE Transactions on Magnetics, vol. 45, no. 1, pp. 536-539, Jan. 2009
[4] O. Liebfried Review of Inductive Pulsed Power Generators for Railguns, in IEEE Transactions on Plasma Science, vol. 45, no. 7, pp. 1108-1114, July 2017
[5] E. Spahn, M. Lichtenberger, F. Hatterer Pulse forming network for the 10 MJ-railgun PEGASUS, in Proceedings 5th European Symposium of Electromagnetic Launch Technologie, Toulouse, FR, Apr.10-13 1995
Coil specifications
NO. OF SEGMENTS 20OUTER DIAMETER 960 mmWITH CONNECTORS 1030 mmINNER DIAMETER 260 mmHEIGHT 423 mmVOLUME 220 lWEIGHT 1050 kgMAX. VOLTAGE 5 kVDC RESISTANCE 5 mWINDUCTANCE @ 50 Hz 1 mHENERGY DENSITY @ 50 kA 5.7 MJ/m3
SPECIFIC ENERGY @ 50 kA 1.2 kJ/kg
RCL-meter measurement
Frequency Rise time Coil resistance t300 K 400 K
0 Hz 5 mW 3.3 s
1 Hz 250 ms 8.5 mW 3.8 s
10 Hz 25 ms 16 mW 2 s
50 Hz 5 ms 30 mW 1 s
1 kHz 250 mm 117 mW 0.3 s
Approximation of coil restistance and heating time t300 K 400 K in relation to pulse risetime (linear charging current with a maximum of 45 kA assumed).
Indu
ctan
ce (m
H)
0,2
0,4
0,6
0,8
1
1,2
1,4
1,6
0Frequency (Hz)
25 100 225 400 625 900
COMSOLToroidSingle sub-coil x 20
x 2.5 due to coupling
5 mΩ + 3.88 √ fCOMSOL
ToroidSingle sub-coil x 20
Sqrt of Frequency ( )√Hz0 5 10 15 20 25 30
0
50
100
150
Res
ista
nce
(mΩ
)
© IS
L 20
19 -
R-0
3/19
/01/
000/
0/00
-00/
PO
-191
/201
9 -
CO
M-E
D (
AK
) -
08/2
019
PresenterDr. Oliver LIEBFRIED
Tel.: +33 (0)389 69 51 96Email: [email protected]
We acknowledge the assistance of all of those who helped with the preparation of the coil and this poster. Special thanks goes to Bernhard Grasser and Veronika Aker in this respect.This work was supported by the French Government Defense procurement and technology agency (DGA) as part of the ANR Astrid program under Grant ANR-14-ASTR-0025.
Acknowledgement
References
The coil will be used to build a 1 MJ XRAM generator which should demonstrate the feasibility of this technology in combination with a medium caliber railgun of the ISL. Other inductive pulse power generator topologies might be investigated as well.
A different coil design with wire windings and an energy density of 40 MJ/m3 is currently in development.
Outlook
A toroidal storage coil was realized by milled and slit D-shape copper discs with screw connections and GRP discs for insulation. The coil design provides large strength with respect to Lorentz forces perpendicular to the coil surface but suffers from a pronounced skin effect. Resistance increases with frequency according to R( f ) = 5 mW + 3.88 mW x f
Coil was tested with pulsed current up to 50 kA (1.25 MJ) Coil meets the requirement for the envisaged inductive pulsed power generator experiments. Modular design allows for variation of windings and thus different generator setups (i.e. XRAM, pulse transformer, etc.).
Conclusion
180 GRP discsinsulate the windings from
each other. Their thickness is 2 or 1.5 mm
Coil interfacesallow for electric connections to each sub-coil and force locking between the last windings
Wooden blockssupporting the coil.
Kept in place by a tension belt
Scale 1:2.35
Nine Cu discsform the windings of onesub-coil. Screw interconnections allow for the variation of wind-ings per sub-coil
Twenty sub-coilscan be interconnected or connected individually
GRP disc with Bdots and PT1000sfor measuring temperature
and B-field at different locations
Application
ISL Railgun NGL-60
LENGTH 6 mCALIBER 60 mmPROJECTILE MASS up to 2 kgACCELERATION TIME 5 ms @ 2500 m/sMAX. RAILGUN CURRENT 2.5 MABREECH VOLTAGE < 3000 VPOWER SUPPLY 10 MJ / 10 kV
capacitor bank
Battery
Battery
Switch
DCDC
Charger Capacitor Switch
Switch
Switch LoadInductor
Switch LoadInductor
Battery – capacitive pulse power supply
Battery – inductive pulse power supply
Ragone plot*
Ene
rgy
Den
sity
[Wh/
kg]
0.01
0.1
1
10
100
1,000
Powerdensity [W/kg]10 100 1,000 10,000 100,000 1e+06
10 h 1 h6 min 36 s
3.6 s360 ms
36 ms
3.6 ms
360 µs
36 µs
Supercaps
Lead-acid
LiCoO2
NiMH LiFePO4
CoilsHPG
Pulsed Alternators
Dielectric CapacitorsSMES
Flywheels
SMES - Superconducting Magnetic Energy StorageHPG - Homopolar Generator
* based on available components (2015)
An inductive pulsed power supply system promises to be smaller than a capacitive system due to fewer conversion steps and a higher energy density of inductive storage.
XRAM generator as inductive pulsed power supply for a railgun
Operation principle [2]
L 1
T2
L 2
Ub
T1
Ccc1
+ −
D11
D22
Tcc
RL
L LD12
D21
Ccc2
+ −Dcc2
Dcc1
Stag
e1
Stag
e2
Step 1: Ub charges L1 and L2 via T1 and T2 in series connection
Step 2: Tcc initiates discharge of pre-charged Cccs via Dccs and the load
Step 3: T1 and T2 switch-OFF due to neg. voltageStep 4: L1 and L2 are discharged in parallel
connection to the loadSchematic of a 2-stage XRAM generator with ICCOS opening switches [3]
Principal waveforms of charging and load current
Goal: A demonstrator of a 1 MJ XRAM generator Required: A modular inductive storage with 20 stages, R < 10 mW and 1 MJ (i.e. L = 1 mH, I = 45 kA)
FEM simulation
FEM SOFTWARE COMSOL Multiphysics®
USED PACKAGES AC/DC: Magnetic Fields Structural Mechanics : Solid Mechanics
STUDY TYPE Frequency Domain (f = 62.5 Hz)
MESH 373642 tetrahedral elements
BOUNDARY CONDITIONS x-y cut plane airspace: Magnetic Insulation x-y cut plane conductors: in/output current 50 kAr-z cut planes: Perfect Magnetic Conductor Roller boundaries: windings fixed at x-y-cutplane and in toroidal direction Body load: Lorentz force
Inductance @ 62.5 Hz: 1 mHResistance @ 62.5 Hz: 33 mW
Von Mises stress of 115 MPa @ I = 50 kA E = 1.25 MJ Oxygen free copper with a proof strength 0.2% of ≥ 180 MPa was used
Considered coil designs [4]
Jelly-roll coil construction
Toroidal coil Bitter coil construction
Force-balanced coil D-shape (bending free)
Solenoidal coil
Design chosen: toroidal design for EMC reasons + Bitter coil design for manufacturing reasons + D-shape for improving L/R
Pulsed power testing
S
C D
LPFU
LCoil
RCoil
RCircuit
Cur
rent
(kA)
0
20
40
60
Volta
ge(k
V)
0
1
2
3
4
5
Time (ms)0 10 20 30 40
Coil connected to the 10 MJ PEGASUS capacitor bank [5]
Setup Voltage and current measurement
Magnetic field measurement Temperature measurementComparison with simulation
Sensors Simulation Measured Error
Bdot B Bj
Breal100realB B
Bϕ
ϕ
−×
2 4.98 T 4.92 T 4.8 T 2.4 %
4 6.66 T 6.58 T 6.4 T 2.7 %
7 8.04 T 7.95 T 7.5 T 5.7 %
8 8.04 T 7.95 T 7.6 T 4.4 %
10 7.62 T 7.53 T 6.8 T 9.7 %
12 6.64 T 6.55 T 6.3 T 3.8 %
Tem
pera
ture
(°C
)
24
25
26
27
28
Time (s)0 20 40 60 80
∆T= 2.5C C∆T= 1.7
( )( ) ( )1.43
p
dI tI t U t L dtdtT C
c w
∫ − ∆ = = °
2( ) I ( ) 1.67p
R f t dtT Cc w∫
∆ = = °
HS camera recording
Tiny gaps due to production tolerances allow movement of coil windings towards the center (contracting forces).No change of coil structure could be observed.
Battery
Battery
Switch
DCDC
Charger Capacitor Switch
Switch
Switch LoadInductor
Switch LoadInductor
Battery – capacitive pulse power supply
Battery – inductive pulse power supply
180 Cu discsmilled from copper plates
with a wedge-shape to be arranged in a torus
without gap
Measured and simulated inductance as function of frequency Measured and simulated resistance as function of frequency. Note that R is proportional to because of the skin effect f