1 / 13

MICE MAGNETIC FIELDS & SHIELDS

J. H. Cobb & H. Witte Oxford University. MICE MAGNETIC FIELDS & SHIELDS. Magnet fields for MICE (VI) calculated including magnetic shield discs at request of software people Minor adjustments to end-coil currents to get uniform field in spectrometers

Download Presentation

MICE MAGNETIC FIELDS & SHIELDS

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. J. H. Cobb & H. Witte Oxford University MICE MAGNETIC FIELDS & SHIELDS • Magnet fields for MICE (VI) calculated including magnetic shield discs • at request of software people • Minor adjustments to end-coil currents to get uniform field in spectrometers • Recalculate fields at positions of PID detectors with shields •  All documented in MICE Note 119, q.v. for details  Some comments on possibility of lighter shield Some minor amendments/additions for PID meeting 7/9/05

  2. Shield: 100 mm soft iron 400 mm from end coil Spectrometer solenoid

  3. Calculations made with FemLab after comparison with OPERA B in solenoid – no visible difference between FemLab & OPERA Used OPERA default B – H curve for soft iron

  4. OUTSIDE Z r INSIDE SOLENOID Field in iron Average ~ 1.5 T – not saturated Hot Spot is artefact of FEA calc. Bz in channel, r = 0 Minimal difference iron/no iron except at ends

  5. Shield Adjust end-coil current only by ~2.5% to give dB / B < 1% in solenoid i.e. like no iron • External B (obviously) less with iron • Beam less confined • Problem ?? TBD (software folk)

  6. Shielding efficiency – summary table follows |B| TOF Ckov r Black = No Iron Red = with Iron EMCal Residual B @ EMCAL ~2x higher than shown in TDR ~ 38mT

  7. Fields with currents adjusted for the iron  are calculated & available as z – r map • Fields at positions of TOF, Ckov & EMCAL calculated • S/W & PID people must see if they are OK • This Shield does littlefor EMCAL • NOTENo allowance for ‘Tunnel’ (shielding around hall) • Investigate if it’s possible to reduceamount of iron for same shielding efficiency by subdividing shield....

  8. Subdivide Iron Shield -- Summary (plots follow) Fields in mTesla Discs 0 1 1 2 2 2 2 2 10 10 (TDR w.Tun- w/o Tun) ------------------------------------------------------------------------------ T1 0 100 165 50 50 50 50 25 5| 6.35| 100mm T2 0 50 25 25 10 25 -x10 -x10 Gap 0 50 50 10 25 25 5| 6.35| ------------------------------------------------------------------------------ Tot Fe 0 100 165 100 75 75 60 50 50 63.5 100mm ============================================================================== TOF 246 105 92 90 98 110 117 124 118 102 80 --100 ------------------------------------------------------------------------------ Ch 96 68 66 66 67 67 69 48 -- 60 Cal 46 36 39 .... all ~35 38 22 -- 28 Now/TDR~1.8 ------------------------------------------------------------------------------- TOF @ r = 25cm Chkov @ r = 38cm Cal @ r = 35cm Total Fe(mm) 0 50 60 64 75 100 165 ----|-------------------------------| Total Gap 0| 246 105 92 | (mm) 10| 110 | 25| 124 117 [105] [97] | 50| 118 *109 98 90 | 57| 102 | |-------------------------------| Including more from HW 23 Aug, i.e. since VC.

  9. |B| at TOF for 8 configurations of Iron Discs & Gap With 165mm of Fe (23 Aug 2005)

  10. A LOOK AT SCRAPING IN SHIELD RMS beam radius can be calculated assuming: Gaussian Beam Beta function and Emittance Choose 200 MeV/c SFOFO ‘beta = 42cm’ and emittance that scrapes (at some level) in absorbers (r=15cm) scale by sqrt(beta)  Shield Gaussian beam, Fields without iron sigma(x) = sqrt {beta*(m/p)*epsilon-N} Reduction of Bz due to iron does not matter since ~ in drift region outside tracker solenoid (see page 5)

  11. Summary • Field maps exist; scraping probably not problem for 25cm hole • Need response from PID group on residual fluxes • Is 105 mT OK? • Safety Margin? • Further reduction  more iron and/or space • Shield does a lot for TOF, some for Chkov, little for EMCAL • Possible ‘Shield Lite’ solution using 10 x 1/4” plates (though is it worth the extra effort?)

  12. Subdivide Iron Shield -- Summary (plots follow) Fields in mTesla Discs 0 1 2 2 2 2 2 10 10 (TDR w. Tun-- w/o Tun) ------------------------------------------------------------------------------ T1 0 100 50 50 50 50 25 5| 6.35| 100mm T2 0 50 25 25 10 25 -x10 -x10 Gap 0 50 50 10 25 25 5| 6.35| ------------------------------------------------------------------------------ Tot Fe 0 100 100 75 75 60 50 50 63.5 100mm ============================================================================== TOF 246 105 90 98 110 117 124 118 102 80 -- 100 ------------------------------------------------------------------------------ Ch 96 68 66 66 67 67 69 48 -- 60 Cal 46 36 39 .... all ~35 38 22 -- 28 Now/TDR~1.8** ------------------------------------------------------------------------------- TOF @ r = 25cm Chkov @ r = 38cm Cal @ r = 35cm Total Fe(mm) 0 50 60 64 75 100 ----|---------------------------| Total 0| 246 105 | Gap (mm) 10| 110 | 25| 124 117 [105] [97]| 50| 118 *109 98 90 | 57| 102 | |---------------------------| • B @ TOF most sensitive to shield • configuration • Shield does ~0 for EMCAL !! • Subdivision gives equal shielding with less iron but more total length

  13. |B| at TOF for 7 configurations of Iron Discs & Gap • 10 x 6.35mm (0.25”) plates + 9 x 6.35mm gaps  |B| = 102 mT c.f.105 mT for single 100mm plate Total length = 121mm; saves ~35% of the mass of the iron for extra 21mm

More Related