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M. Gilchriese Integrated Stave Mechanics/Cooling Backup ATLAS Upgrade Workshop Valencia December 2007 M. Cepeda, S. Dardin, M. Gilchriese, C. Haber and R. Post LBNL W.Miller and W. Miller iTi
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M. Gilchriese 2 Introduction We collect here some backup information for the presentation on integrated stave mechanics/cooling. A few notes –Work on the integrated stave began in the Fall of 2006 –The dimensions of prototypes, and a number of FEA calculations, were set then when detectors were assumed to be about 6cm in width. –Thus prototypes were built assuming about 6 cm wide detector dimensions rather than the current 10cm “baseline”. Thus a principal goal of the “6 cm” prototypes is to validate FEA estimates of the thermal performance, and then use the FEA to calculate for 10 cm –In addition, the properties assumed for materials, particularly for thermal FEA calculations have evolved somewhat with time as have assumptions for detector power after irradiation. Link to information on integrated stave mechanics/cooling http://phyweb.lbl.gov/atlaswiki/index.php?title=ATLAS_Upgrade_RandD_-_Mechanical_Studies
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M. Gilchriese Prototypes
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M. Gilchriese 4 Reminder of Prototype Concept 71.5mm For prototypes……..fixed > 1 year ago K13D2U, high-modulus facings Adjust facing thickness(layers) to achieve stiffness desired Carbon-fiber honeycomb in-between facing, fixed thickness Three types of tubes –Flattened(C3F8) –Big round with POCO foam(C3F8/C2F6) –Small round with POCO foam(CO2) POCO foam: about 0.5 g/cc thermally conducting carbon foam Link to drawings is here
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M. Gilchriese 5 Prototype Stave Core Assembly Length (m) Facing Material # of Plys Facing Tube Type PurposeStatus 10.35CN6010FlattenedAssembly trial Complete 20.35K13D2U10FlattenedShort, thermal prototype Complete 31.0K13D2U10FlattenedFor modules Complete 40.35K13D2U34.8 mm round/ POCO foam Foam bonding, thermal prototype Complete 50.35K13D2U 32.8 mm round/ POCO foam CO2 thermal prototype Complete 6?K13D2U???TBD in 2008
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M. Gilchriese 6 Weight and Material Measured weights for 1m prototype(10 ply facings) and extrapolation to thinner facings(3 ply) and width for 10cm detectors given below. Note assumes minimal side closeouts Tube is flattened. Would get similar numbers for POCO foam+smaller tube
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M. Gilchriese 7 Thermal Measurements Measurements before and after thermal cycle 50 times to -35C are summarized below –Delta T calculated from average of inlet+outlet water T for convenience. Max and min given to nearest 0.5C. Delta T rounded to nearest degree. –No difference between before and after thermal cycle within errors –Note tube(4.8) with foam compared to flattened is better as is smaller tube with foam. We attribute this to better coupling to tube FEA results are given(for fixed fluid temperature everywhere). Agreement within 20% or roughly 1.5C. Writeup of FEA is at link herehere
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M. Gilchriese 8 Remove/Replace We have completed a number of trials of gluing glass and silicon with SE4445 adhesive that was used to attach all pixel modules to local supports in the current pixel detector. Has decent thermal properties and already tested to 50 MRad for pixels.SE4445 Attach, let cure(both week long and about 2 month long tested), remove, clean and replace. Straightforward mechanically, only need simple tooling for close-together detectors – promising (no surprise since did this already for pixels) Pictures on next pages, although hard to see
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M. Gilchriese 9 Removal Pictures Glass slide after removal(slide at bottom of picture) Starting to peel SE4445 Silicon detector after removal and before cleanup After about 2 month cure. Done with two detectors, same result
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M. Gilchriese Thermal FEA
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M. Gilchriese 11 Comments Some of the most recent results are included here Many previous studies with somewhat different parameters. See the wiki http://phyweb.lbl.gov/atlaswiki/index.php?title=ATLAS_Upgrade_RandD_-_Mechanical_Studies
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M. Gilchriese 12 Thermal Runaway in 10cm Module Thermal Runaway Issue: Based on new detector heating curve- (revised by Nobu-MIWG meeting November 2007) –Quarter section from 10cm wide stave, single U-Tube –Spacing of U-Tube divides heat load collected by each symmetrically –Chip heat load and surface heating treated as variables
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M. Gilchriese 13 Thermal Runaway Model Parameters
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M. Gilchriese 14 Surface Heating Curve New curve based on 1mW/mm 2 at 0ºC (Nobu-MIWG Nov. 2007) and exponential temperature dependence
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M. Gilchriese 15 Thermal Runaway Solutions Plot of peak detector temperature leading up to runaway (as function of tube surface wall temperature) Surface heating 1mW/mm 2 @ 0C Exponential temperature dependency (Nobu-MIWG Mtg. Nov. 2007)
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M. Gilchriese 16 Thermal Runaway-Variable Surface Heating Comparing effect of surface heating using 0.25W/chip as baseline Surface Heating 0 1mW/mm 2 2mW/mm 2
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M. Gilchriese 17 Detector Surface Heating Curve at right shows slight deviation of solution convergence Deviation caused by using peak silicon nodal temperature whereas solution is based on the detector outer surface edge average
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M. Gilchriese 18 Thermal Runaway-Typical Thermal Plot Chip: 0.5W Coolant Tube Surface -16.8ºC Peak chip: 6.18ºC Peak detector edge: 5.17ºC Throughout solutions peak chip and peak detector differential temperature stays near 1.0 to 1.1ºC With 0.25W/chip the temp difference is nominally 0.5ºC Nearly thermal runaway point
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M. Gilchriese 19 Bridge Thermal Model Salient Features –High conductivity (700W/mK, 0.5mm thick) CC bridge material support for 0.28mm thick hybrid(1W/mK) –40 chips @ 0.25W/chip –Detector 0.28mm thick, 148W/mK –Allcomp carbon foam for bridge support (isotropic 45W/mK) –Carbon Foam for tube support (45/45/45 W/mK) Reduced density over POCO foam (0.2g/cc versus 0.5 g/cc) –Sandwich foam Allcomp foam option, ~0.1g/cc @ 3W/mK Comparison with Hybrid on 10cm Detector –Thermal solution with both with inner tube wall at -28 º C Simulates -30 º C with 8000W/m 2 K No change made to material properties in 10cm detector with integrated hybrid
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M. Gilchriese 20 10cm Detector-No Bridge Material Properties –See previous slide (#2) 40 chips per detector, 80 total –0.25W/chip Q (Si)=0W –Tube inner surface -28 º C, no convection coefficient Interest in ΔT from chip and detector surface to tube surface Peak chip temperature –Middle hybrid region: -20.5 º C Peak Detector –Middle hybrid region: -21.5 º C –ΔT in region of max gradient: 6.5 º C
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M. Gilchriese 21 10 CM Wide Stave-No Bridge Solution –Replaced honeycomb core with Allcomp carbon foam (<0.2g/cm 3 : 45W/mK) –Also, replaced POCO foam tube support with same foam Peak Chip Temp: - 22.7 º C Peak Detector: -24 º C –ΔT (referenced to tube wall) 4 º C
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M. Gilchriese 22 10 CM Wide Stave-No Bridge Solution: Simulate “outer” long strip detector –One upper and power hybrid for 10cm detector –20 chips @ 0.25W/chip –Coolant tube inner surface: -28 º C –Materials, see slide (#2) Detector –Peak temp beneath hybrid: - 24.8 º C –ΔT in region of max gradient: 3.2 º C Chip Peak Temp: -24.1 º C
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M. Gilchriese 23 Thermal Bridge Model (1/2 of 10cm) Wire bonds, simulated as thin solid, reduced K to 97W/mK Chips 0.38mm thick (148W/mK) Al Cooling tube 0.21mm ID Separation between facings 4.95mm 10cm Foam bridge support 1mm air gap for bridge
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M. Gilchriese 24 Bridge Thermal Model Enclosed bridge model in an air box. Air participates only through pure conduction. Air fills all cavities not occupied by a solid Air box
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M. Gilchriese 25 Model Parameters Cable and adjacent adhesive layers modeled as single layer 0.227mm and K=0.31W/mK
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M. Gilchriese 26 Solution with -30 º C Tube 8000 W/m 2 K 0.5W/chip Q (Si)=0 Slight asymmetry caused by variance in interior coolant wall temperature Detector max=-21.4ºC Chip peak=-16.5ºC
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M. Gilchriese 27 Solution with -30 º C Tube 8000 W/m 2 K 0.25W/chip Q (Si)=0 Slight asymmetry caused by variance in interior coolant wall temperature Detector max=-25.8ºC Chip peak=-23.3ºC
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M. Gilchriese 28 Solution with -30 º C Tube 8000 W/m 2 K 0.25W/chip Q (Si)=0 Bridge foam and tube foam 45W/mk, density ~0.2 g/cm3 (no POCO foam) Peak detector temp -24.2ºC Sandwich foam core 3W/mK, density ~0.06 g/cm 3 Peak chip=-21.8ºC Wire bonds 97W/mK
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M. Gilchriese 29 Fluid Calculations C3F8 calculations are here for flattened tube and here for round tubeflattened tuberound tube CO2 calculations are here and here.here Summary from main talk reproduced below Note T(film) is an average around the loop T(loop) follows from the P vs T curves for the fluids and is rounded to the nearest 0.5C These calculations are complex and need validation by measurements
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M. Gilchriese 30 Adhesive Joint Considerations There are numerous analytic solutions for adhesive joint shear stress caused by thermal expansion of dissimilar materials –General theme is that the shear stress is a maximum at the ends of joint, and essentially zero at the center –Maximum shear stress at the end is independent of the length of the joint Key factors are: – modulus of elasticity, CTE, and thickness of joined materials –thickness and shear modulus of the adhesive –Temperature differential A useful reference to bound the problem: Thermal Stresses in Bonded Joints, W.T. Chen and C.W. Nelson –Suggests for carbon foam joined to aluminum tube with CGL7018 (very compliant adhesive) or EG7658 (semi-rigid) that shear stresses remain within material limits for a 100C temperature change –Prototype testing will confirm our expectations
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M. Gilchriese 31 Carbon Foam to Aluminum Tube Joint 100C temperature differential –Cure temp to -25C –Foam thickness=8mm, G=690MPa, α=4ppm/C –Aluminum wall thickness 0.305mm, E=10Msi, α=12ppmC –Adhesive thickness=0.10mm, Compliant G=40MPa (5862psi), Rigid G=1 GPa Max shear stress, τ=1062psi, compliant τ= 42psi
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M. Gilchriese 32 Computer-Based Solutions Structural Problems –NASTRAN FE solver Recent solutions with NE NASTRAN with FEMAP interface Prior work with MSC NASTRAN, but MSC no longer can bundle the NASTRAN solver with FEMAP pre-processor –Choose not to use PATRAN pre-processor Fluid/Thermal Problems –Use CFDesign computational fluids dynamics code Very versatile Allows use of shell elements for describing interface resistances HEP Silicon-Based Tracking Detectors –Issue with very, very thin solids mixed in with larger solids In reasonable sized geometry, some solids may have only surface nodes, and no internal nodes; –possible consequence is reduction of solution accuracy
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