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Published byJacob Reeves Modified over 8 years ago
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Spectrometer Solenoid Field Mapping: Thoughts on Mapping Analysis & Results Major caveat: Everything in this talk is highly preliminary Data arrived on Saturday whilst travelling!
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Why map MICE magnets? 1.Alignment of the experiment 2.Gain confidence in OPERA maps and calculations 3.Understand hysteresis effects 4.Field representation in software
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(Thoughts on) Analysis See Maria’s talk for a report on the mapping campaign Lots of surveys have been done that we’ll need to use quite extensively to get to grips with our uncertainties – For the purpose of this talk, assuming that mapper alignment is “good enough” w.r.t. geometric centre – Surveys won’t change what we do, but do add a complicated extra step!
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The things we want to know… 1.Garbage check! 2.Linearity of field with current a)With/without Virostek plate 3.Residual magnetic field a)With/without Virostek plate 4.Hysteresis a)Should only occur with Virostek plate (but see point 3) 5.Magnetic axis/coil fits
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A rudimentary look at some data: “Run 5”, 95% of 240MeV currents No Virostek plate On-axis probe Largest radius
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A rudimentary look at some data: “Run 5”, 95% of 240MeV currents No Virostek plate Compare on-axis field with calculation Rough guess to approximately align calculated magnet with measured magnet Calculation a bit high…
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A rudimentary look at some data: “Run 5”, 95% of 240MeV currents No Virostek plate Can also compare over all radii DataBiot-Savart calculation
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FITTING FIELD MAPS (From June 6 th analysis meeting – only uses simulated data!)
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UpstreamDownstream S PECIFYING A MAGNET Key: A coil Position of upstream edge Inner radius Current in coil Conductor This is a generic magnet, it’s not meant to look like the SS or AFC. We can model any magnet we want!
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F ITTING A FIELD MAP Mixing/Scaling fit procedure: 1.Take data in cylindrical co-ordinates a)In this case using a pre- calculated map based on SS. 2.Make two detailed field maps with parameters that “bracket” our best guess at the real paramters 3.Minimise for “best fit” parameters: a)Mixing of the detailed field maps b)Length scale of the detailed field maps c)Field scale of the detailed field maps Two methods: Mixing/scaling fit Full 20+ parameter coil fit – takes FOREVER for SS
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F ITTING A FIELD MAP Mixing/Scaling fit procedure: 1.Take data in cylindrical co- ordinates a)In this case using a pre- calculated map based on SS. Again, a generic magnet Spectrometer Solenoid parameters
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F ITTING A FIELD MAP Mixing/Scaling fit procedure: 2.Make two detailed field maps with parameters that “bracket” our best guess at the real parameters Original magnet “Long, thin” bracketing magnet “Short, fat” bracketing magnet
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F ITTING A FIELD MAP Mixing/Scaling fit procedure: 2.Make two detailed field maps with parameters that “bracket” our best guess at the real parameters
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F ITTING A FIELD MAP Mixing/Scaling fit procedure: 3.Minimise for “best fit” parameters: a)Mixing of the detailed field maps b)Length scale of the detailed field maps c)Field scale of the detailed field maps
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A SIDE : I NTERPOLATING FIELDS How well does this work? (weakest link) Lesson: Make sure the bracketing fields are calculated on a finer grid than the data! 1e-15
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F ITTING A FIELD MAP Few grid points Many grid points
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F ITTING A FIELD MAP zoomed y-scale
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F ITTING A FIELD MAP zoomed y-scale
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I MPROVEMENTS TO COME : Need to account for longitudinal offset + two rotations This is included in the 20+ parameter fit, but is far too slow for the SS map Adding Fourier-Bessel fit to account for residual field (green plots) will improve our map further. Also helps account for Virostek plate longitudinal offset + in/out of screen rotations
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