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US CMS EMU MTTF Analysis for Chamber Components

US CMS EMU MTTF Analysis for Chamber Components. Mean Time To Failure (MTTF) Analysis Goal Identify lifetime of components “hardwired” in the chamber assembly Rely on Vendors Data and Military Specifications Summary Introduction Chamber E&E (Electrical & Electronics) Components

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US CMS EMU MTTF Analysis for Chamber Components

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  1. US CMS EMU MTTF Analysis for Chamber Components • Mean Time To Failure (MTTF) Analysis • Goal • Identify lifetime of components “hardwired” in the chamber assembly • Rely on Vendors Data and Military Specifications • Summary • Introduction • Chamber E&E (Electrical & Electronics) Components • Vendors Data • Analysis • HV Sector Failure • Anode Protection Board Failure • Anode Channel Failure

  2. US CMS EMU Introduction • Follow CERN 74-16 “Yellow Book”: • Introduction to Reliability Theory; by B. Schorr • Reliability Theory 101: Definitions • A system is unrepairable if it cannot be repaired to perform its particular task after a failure. • Definition 1 • The probability R(t) that an unrepairable system performs without failure a given task under given conditions for a given length of time t is called the reliability of the system. • Definition 2 • If R(t) is the reliability and f(t) the failure density function of an unrepairable system S , then l(t)=f(t)/R(t) is called the failure rate function of the system. Note: f(t) and R(t) are related by a 3rd definition

  3. US CMS EMU Failure Rates Introduction • Pratical Experience • From direct observation, most of the l(t) distributions follow a bath-tub curve • Vendors provide information for Region II in terms of FITS (failures in 109 operating hours) or % failures/1000 hours (1FIT=0.0001%/1000 hours) I II III l(t) Random Failures Early failures Wear-out failures t

  4. US CMS EMU Failure Rates Introduction • More Definitions and Theorems: • MTTF= R(t) dt • The simplest and most applied failure distribution is the exponential failure distribution for which • MTTF = R(t) = 1/l • Series Connections • Theorem: • In system consisting of n unrepairable components C1,….Cn in series connection with independent lifetimes T1,…Tn the failure rate l(t) is given by • l(t)= S li(t) • NOTE: Parallel connections do not behave like a parallel resistive connection S1 S2

  5. US CMS EMU Failure Rates Chamber E&E Components 1.2 V Out 5V in • Electrical Path: Carbon Resistor Surface Mounted Resistor HV Chamber

  6. US CMS EMU Failure Rates Vendors Data Chamber • Components Lifetime (Chamber): • Carbon Resistor -Discontinued, no replay from Vendor • Assume Surface Mounted Resistor Failure Rate • 0.0019%/1000 hrs (19 FITS). • Murata HV Capacitor • Failure rate: 8 FITS at Max HV (7.5 kV) Max T (85 oC) • Company Formula: 0.2 FITS at 4.5 kV and 25 oC • (0.0008 - 0.00002%/1000 hours)

  7. US CMS EMU Failure Rates Vendors Data • Components Lifetime (Anode Protection Board): • Carbon Resistor -Discontinued, no replay from Vendor • Assume Surface Mounted Resistor Failure Rate • 0.0019%/1000 hrs (19 FITS). • Murata Surface Mounted C • Failure rate: 6 FITS 1.2 V • Motorola Switching Diode • Failure rate: 4 FITS Out • Surface Mounted Resistor • 0.0019%/1000 hrs (19 FITS) • 0.018%/1000 hrs (180 FITS) for • change in resistance 5V in

  8. US CMS EMU Failure Rates Analysis - HV Sector Failures • Assumptions: • If any component fails, we need to turn the HV off for a given sector • Use only ME23/2 channel counts ( i.e. ~14 resistors, 2 filtering Cs on HV side and 12 decoupling Cs on Anode readout side) • Use largest l to provide an “Upper Limit” Estimate. lSector= (14 lR + 14 lC) = 14x(0.0019+0.0008 )=0.038 %/1000 hours • HV sectors in ME23/2 • 144 chambers x 6 layers/chamber x 5 sector/layer = 4320 HV Sectors • 90000 hours in 10 LHC years 4320 x 0.038 % x 90 = 148 Failures in 10 LHC years (3.4%) • If Carbon Resistors are failure-free and the Murata formula for aging at lower HV - lower Temperature is correct: lSector= 14 lC = 14 x 0.00002 =0.0003 %/1000 hours 4320 x 0.0003 % x 9000 = 1 Failure in 10 LHC years (0.02%)

  9. US CMS EMU Failure Rates Analysis - Anode Protection Board • Assumptions: • If any component fails, we need to replace the Anode P.B. • Use only ME23/2 channel counts ( i.e. ~18 Carbon Resistors, 16 Surface mounted Resistors, 18 Switching Diodes and 4 Surface Mounted Capacitors). lAnode Board= (34 lR + 14 lD + 4 lC) = (34x0.0019+18X0.0006+4X0.0004) = 0.077% / 1000 hours • Anode Protection Boards in ME23/2 • 144 chambers x 24 Boards/Chamber = 3456 Boards • 90000 hours in 10 LHC years 3456 x 0.077 % x 90 = 240 Failures in 10 LHC years (7 %) • Almost no change if Carbon Resistors are failure-free. • If a failure due to “change in resistance” is a problem, then lAnode Board= 0.62% and 3456 x 0.62 % x 90 = 1928 Failure in 10 LHC years (56 %)

  10. US CMS EMU Failure Rates Analysis - Anode Channel • Assumptions: • If any component fails in the Anode chain, we loose the Anode Readout. • Use only ME23/2 for the Anode Chain readout. lAnode Chain = (2 x lR + 2 x lC + 2 x lR + lD+ 2 x lR + lD) = (6x0.0019+2x0.0006+2x0.0004) =0.013%/1000 hours • Anode Channels • 144 chambers x 6 layer/chamber x 64 channels/layer=55296 Anode Channels • 90000 hours in 10 LHC years 55296 x 0.013 % x 90 = 647 Failures in 10 LHC years (1.2 %) • Almost no change if Carbon Resistors are failure-free. • If a failure due to “change in resistance” is a problem, then lAnode Chain= 0.11% and 55296 x 0.11 % x 90 = 5474 Failures in 10 LHC years (10 %)

  11. US CMS EMU Failure Rates Summary • Failure rates for components that cannot be accessed during normal maintenance at LHC appear acceptable (~ few % for “chamber mounted” Resistors and Capacitors). • Failure rates for components that can be accessed appear somewhat higher (~10-50% depending on the assumptions for “hard-wired” Anode Protection Board). • Protection Circuit Boards: • Avoid “Hard-Wiring” • “Parallelize” Critical Components (i.e. +1.2 V distribution on Anode Protection Board).

  12. US CMS EMU Failure Rates Summary - All Chambers

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