Target R&D for the J-PARC neutrino experiment (II) Yoshinari Hayato (KEK/IPNS) for the J-PARC target R&D group.

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Presentation transcript:

Target R&D for the J-PARC neutrino experiment (II) Yoshinari Hayato (KEK/IPNS) for the J-PARC target R&D group

Temperature rise estimation (simulation input parameters) Target size 30mm  x 900mm L Energy deposit58kJ/spill Maximum energy deposit 185.9J/g Distribution of the energy deposit r z Heat transfer surface 6.5kW/m 2 /K surface (environment) 25 o C

Temperature rise estimation (simulation input parameters) Temperature ( o C) MaterialIG-43 (Toyo Tanso) density1850kg/m 3 Temperature dependent material parameters Thermal conductivity Specific Heat (J/kg/K) (W/m/K)

Temperature rise estimation (simulation input parameters ) Time (sec) Heat Load 5s5s 58ns 598ns 8spills/bunchaveraged Time structure : for the detailed study, two patterns were simulated.

Temperature rise estimation results : (I) distribution in the target just after the 11 th spill r z Maximum Temperature : 45 o C just before the 11 th spill relative temp. from 25 o C r z Maximum Temperature : 236 o C

( o C) Maximum temperature at the center Maximum temperature on the surface ( o C) (sec.) (sec.) Temperature rise gradually decreased because of the temp. dependence of Cp. Temperature is saturated in a few spills. 236 o 85 o (Initial temp. : 25 o C) Temperature rise estimation results : (II) time dependence

Thermal stress & displacements estimation ( simulation input parameters ) time step : 1  s (from 0 to 205  s) Two types of the stress analysis (LS-DYNA) For the radial displacements (fast components) For the longitudinal displacements (slower components) time step : 10  s (from 0 to 2050  s) ( MPa ) (oC)(oC) Linear Expansion Coeff. (x10 -6 ) Young’s modulus Temperature Cycle 11Cycle 12 Cycle 11 and 12 of the previous analysis ( o C) Time (sec) Material properties

Thermal stress & displacements estimation results : (I) equivalent stress Just after the 11th spill Maximum equivalent stress (x10 MPa) 6.8MPa

Thermal stress & displacements results : (II) displacements (radial direction) x10 -3 (mm) Vibration cycle Maximum displacement ~ 6x10 -3 mm ~ 6  s Displacement in the radial direction (sec.)

Thermal stress & displacements results : (III) displacement (longitudinal direction) x10 -1 (mm) (sec.) Vibration cycle Maximum displacement ~ 2.5x10 -1 mm ~ 250  s Displacement in the longitudinal direction

Summary & future prospects (I) Maximum center Maximum surface FEM simulation results ~ 236 o C ~ 85 o C (analytical center ~ 250 o C ) Maximum stress (analytical ~ 7.5MPa) Consistent with the analytical calculation. ~ 6.8MPa Vibration cycle Maximum displacement radial ~ 6x10 -3 mm longitudinal ~ 2.5x10 -1 mm radial ~ 6  s longitudinal ~ 250  s

Summary & future prospects (II) 1 piece or split the target into smaller pieces? Off centered tolerance has to be estimated. (Non-uniform heating may cause the problem.) Can we put the graphite target in the water? Is it necessary to put the target in the container (to avoid graphite to touch the cooling water)? If we split the target into smaller pieces, we have to put the target in the container. Remaining questions / problems water flow (To avoid the water to get in the middle of the beam.) container(?) Schematic view of the possible target (cooling) system Graphite target

Summary & future prospects (II) Irradiation effects Target may shrink by ~1(a few?)% If we put the target in the container, they will be separated. Large target (L=900mm) may not be possible. How to hold the target (in the container)? Plan to measure the irradiation effects on the material properties Very rough schedule FY 2003simulation studies & basic cooling tests. design the prototype (target holder, cooling system). FY 2004make the prototype and test. design the target support & handling system. measure the irradiation effects. FY 2005mockup tests (including supports & handling system). material determination.

変形倍率 200 倍にて表示 赤ライン = 変形前 変形値単位 =mm A 部拡大図 B 部拡大図 グラファイトターゲット熱応力衝撃解析 : 変形図 (⑦ 軸変形最大 = sec ) 拡大図