R. K. Ulrich 1 · L. Bertello 1 · J. E. Boyden 1 · L. Webster 1 Interpretation of Solar Magnetic Field Strength Observations 1 Department of Physics and.

Slides:



Advertisements
Similar presentations
Analysis by design Statistics is involved in the analysis of data generated from an experiment. It is essential to spend time and effort in advance to.
Advertisements

A piece of humble pie This map shows the state of the southern California desert about 10,000 years ago. The presence of these lakes is confirmed by oral.
Things to do in Lecture 1 Outline basic concepts of causality
ALGEBRA TILES Jim Rahn LL Teach, Inc.
GOME-2 polarisation data and products L.G. Tilstra (1,2), I. Aben (1), P. Stammes (2) (1) SRON; (2) KNMI GSAG #42, EUMETSAT,
Voltage in Electrical Systems
2006/4/17-20 Extended 17 th SOT meeting Azimuth ambiguity resolution from dBz/dz M. Kubo (ISAS/JAXA), K. Shimada (University of Tokyo), K. Ichimoto, S.
SDO/HMI multi-height velocity measurements Kaori Nagashima (MPS) Collaborators: L. Gizon, A. Birch, B. Löptien, S. Danilovic, R. Cameron (MPS), S. Couvidat.
Describing Motion with Equations There are a variety of quantities associated with the motion of objects – displacement (and distance), velocity (and speed),
Magnetic Methods (IV) Environmental and Exploration Geophysics I
Today’s agenda: Announcements. Electric field lines. You must be able to draw electric field lines, and interpret diagrams that show electric field lines.
Reviewing the Summer School Solar Labs Nicholas Gross.
Physics 2112 Unit 6: Electric Potential
Chapter 23 Mirrors and Lenses.
Algebra I 6.0 Students graph a linear equation and compute the x- and y-intercepts. They are also able to sketch the region defined by linear inequality.
Q: How is flux removed from the photosphere? Each 11-year cycle, c active regions, each with c Mx, emerge. What processes remove all this.
Copyright © 2010 Pearson Education, Inc. Clicker Questions Chapter 10 Measuring the Stars.
A particularly obvious example of daily changing background noise level Constructing the BEST High-Resolution Synoptic Maps from MDI J.T. Hoeksema, Y.
Magnetic Fields at Mt. Wilson and MDI. The 150-foot Tower Spectrograph Measures 12 line pairs simultaneously The long-term program uses The full.
Measuring the Wilson effect: observations and modeling with RHESSI H. Jabran Zahid M. D. Fivian H. S. Hudson.
Measures of Variability or Dispersion
The Properties of Stars Masses. Using Newton’s Law of Gravity to Determine the Mass of a Celestial Body Newton’s law of gravity, combined with his laws.
Governing equation for concentration as a function of x and t for a pulse input for an “open” reactor.
A particularly obvious example of daily changing background noise level Constructing the BEST High-Resolution Synoptic Maps from MDI J.T. Hoeksema, Y.
Chapter 9: Correlation and Regression
Chapter 23 Mirrors and Lenses.
Polar Network Index as a magnetic proxy for the solar cycle studies Priyal, Muthu, Karak, Bidya Binay, Munoz-Jaramillo, Andres, Ravindra, B., Choudhuri,
Physics 121: Electricity & Magnetism – Lecture 3 Electric Field
Relationships Among Variables
1 Normal Distributions Heibatollah Baghi, and Mastee Badii.
Correlation & Regression
Correlation and Regression
Relationship of two variables
The Asymmetric Polar Field Reversal – Long-Term Observations from WSO J. Todd Hoeksema, Solar Observatories H.E.P.L., Stanford University SH13C-2278.
UNNOFIT inversion V. Bommier, J. Rayrole, M. Martínez González, G. Molodij Paris-Meudon Observatory (France) THEMIS Atelier "Inversion et transfert multidimensionnel",
Stellar Atmospheres II
Chapter Representing Motion 2.
Correlation and Regression
Chapter 3: Screening Designs
Representing Motion 2 In this chapter you will:
Slide 7-1 Copyright © 2004 Pearson Education, Inc.
MWO MAGNETOGRAMS L. Bertello, R.K. Ulrich, J. Boyden and T. Tran Magnetogram Workshop, UCLA, April 2-4, 2007.
2.6 Linear Inequalities in Two Variables
Spicule observed in He Å Solar seminar in 2009 April 20 Short : Tetsu Anan HAZEL Bueno et al Nuño et al , 2, 3,
Fundamental Physics II PETROVIETNAM UNIVERSITY FACULTY OF FUNDAMENTAL SCIENCES Vungtau, 2013 Pham Hong Quang
Bayesian Inversion of Stokes Profiles A.Asensio Ramos (IAC) M. J. Martínez González (LERMA) J. A. Rubiño Martín (IAC) Beaulieu Workshop ( Beaulieu sur.
MATHEMATICAL PROCESSES SPI  I can generate ratios to solve problems involving velocity, density, pressure, and population density.
Copyright © Cengage Learning. All rights reserved. 13 Linear Correlation and Regression Analysis.
Measurements of Vector Magnetic Fields
Physics 212 Lecture 6, Slide 1 Physics 212 Lecture 6 Today's Concept: Electric Potential Defined in terms of Path Integral of Electric Field.
NLTE polarized lines and 3D structure of magnetic fields Magnetic fields cross canopy regions, not easily investigated by extrapolations, between photosphere.
Spectral Line Transfer Hubeny & Mihalas Chap. 8 Mihalas Chap. 10 Definitions Equation of Transfer No Scattering Solution Milne-Eddington Model Scattering.
Instructor: Mircea Nicolescu Lecture 7
Spectral Line Performance Using Inversion Codes J. Graham, A. Norton, S. Tomczyk, A. Lopez Ariste, H. Socas-Navarro, B. Lites NCAR/HAO Goal: Characterize.
2006/4/17-20 Extended 17 th SOT meeting M. Kubo (JAXA/ISAS), K. Ichimito, Y. Katsukawa (NAOJ), and SOT-team Comparison of FG and SP data from Sun test.
Measurement of magnetic field by Hanle effect in Na I D 2 T. Anan (Kyoto univ.) 1, review of Holzreuter et al , Hanle effect of Na D2.
E. W. Grashorn, for the MINOS Collaboration Observation of Shadowing in the Underground Muon Flux in MINOS This poster was supported directly by the U.S.
© 2017 Pearson Education, Inc.
SOLIS-VSM Magnetic Synoptic Maps
Entry Task Solve for y 1) 2x + -3y < 12 2) x > ½ y - 7.
Date of download: 12/27/2017 Copyright © ASME. All rights reserved.
HMI Data Analysis Pipeline
Regression.
Introduction to bivariate data
HMI Data Analysis Pipeline
Ivan V. Polozov, Klaus Gawrisch  Biophysical Journal 
Soothing Massage of HMI Magnetic Field Data
Valentina Abramenko and Kwangsu Ahn
106.13: A Makeover for HMI Magnetic Field Data
Presentation transcript:

R. K. Ulrich 1 · L. Bertello 1 · J. E. Boyden 1 · L. Webster 1 Interpretation of Solar Magnetic Field Strength Observations 1 Department of Physics and Astronomy, University of California at Los Angeles

Measuring Magnetic Fields What is the relationship between different spectral lines and their spectral/polarimetric properties? What magnetic field is most appropriate? How do different instrument/observatory configurations relate to each other and to the most appropriate magnetic field? Is there such a thing as a “Saturation Factor Correction”?

Definitions Spectral line and sampling: ±  a ± n This study uses six combinations: λ 5250 Å ± 39 mÅ λ 5233 Å ± 9 mÅ λ 5233 Å ± 29 mÅ λ 5233 Å ± 84 mÅ λ 5233 Å ± 102 mÅ λ 5233 Å ± 177 mÅ

Original Concept: The basic idea was to use the spectral line λ 5233 Å ± 84 mÅ as the definitive reference. Because the line wings are straight over a large stretch of the profile, and because the sampling separation was far enough away from the line core, this would provide the desired reference.

Scatter Diagram 1 This was to be the definitive relationship.

Scatter Diagram 2 Surprise! The “definitive” line gives a bunch of different answers.

Scatter Diagram 3

Is there a “Saturation Factor”? Answer: Not really.

Now What? Measure line profiles and study the Zeeman Splitting as a function of position on the line.

Two ways to measure field – Stokes V and Bisector displacement The Stokes V magnetic field requires knowledge of the line slope which may be different in a magnetized region.

Flux-tube Line Profile Differs from the Quiet Sun Line Profile We can estimate the profile in the flux tube by integrating the Stokes V profile. The result does not have equal implied continuum level on the blue and red sides. The line wings are much reduced in the integrated Stokes V profile.

How are the different measurements related? Selected line scan results are compared for different center to limb angles . The solid lines give the symmetric Stokes V magnetic fields, the dashed lines give the bisector magnetic fields and the symbols show a set of relative field strengths based on an arbitrary scale but the relative field strengths from the scatter diagram slopes.

Multiple Line Scans were Used with Different  and Field Strength Each of the Stokes V plots has been adjusted to be as if the field were always of the same sign. Many cases the field was so weak that the point would normally be called unmagnetized.

Dependence of the profile factor y on field strength The parameter y is the ratio of the bisector field strength at ±29 mÅ versus the Stokes V field strength at ±84 mÅ. The bisector field strength at the ±29 mÅ point is recommended because it is closest to the core without being unduly influenced by noise.

The Final Result Taking the scatter diagrams as giving the Stokes V magnetic field and using the result that y=0.75, the final scale factor by which the 5250 magnetic fields need to be multiplied is shown to the right.

How do we work with HMI? The line at 6173Å is not accessible to the setup for the synoptic observations. We cannot make simultaneous observations with this line and 5250Å or 5233Å Å is in multiplet 62 of FeI. The line at Å is also in this multiplet with a smaller g e value. The line ratio method can be used along with a line modeling calculation to estimate the magnetic field strength. We require new blocking filters. If regular observations were to be made of these lines, we will require a new filter holder system. The sun needs to remember how to make sunspots for this study to be necessary. We may not be able to do this work without a return to our normal staffing level.