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Flows in NOAA AR 8210: An overview of MURI progress to thru Feb.’04 Modelers prescribe fields and flows (B, v) to drive eruptions in MHD simulations MURI.

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Presentation on theme: "Flows in NOAA AR 8210: An overview of MURI progress to thru Feb.’04 Modelers prescribe fields and flows (B, v) to drive eruptions in MHD simulations MURI."— Presentation transcript:

1 Flows in NOAA AR 8210: An overview of MURI progress to thru Feb.’04 Modelers prescribe fields and flows (B, v) to drive eruptions in MHD simulations MURI goal: use data to do this! Must find (B, v). IVM & MDI tell us B. How do we get v? LCT: commonly used method, but not acceptable! MEF: developed by UCB-MURI. ILCT: modified LCT, developed by UCB-MURI. NOAA AR 8210 Results

2 Q: Can we simulate relevant CME process(es)? Traditionally, modellers: 1.start with magnetic field configuration B(x,y,z), 2. then drive boundary with velocities v(x,y,t) to store energy and, perhaps, velocities 3. trigger an eruption!

3 MURI: drive simulations directly from data 1.Start with photospheric mag’gram (IVM data just presented)…(*)(*) 2.and best guess at initial field topology (also just presented)…(*)(*) 3.then evolve with MHD simulations, consistent w/photospheric evolution, conserving topology along the way

4 Q: How do we get velocities from magnetograms? 24 hour MDI movie on 1 May 1998

5 Three Velocity Reconstruction Methods 1.Local Correlation Tracking (LCT) 2.Minimum Energy Fitting (MEF) 3.Induction + LCT (ILCT) LCT: i) cross-correlate subregions between two images; ii) find shift that maximizes cross-correlation; iii) interpret shift as velocity? tricky!

6 LCT applied to MDI data Note shear across neutral line near (10,40) --- track (+/-) indep. Note flux emergence near (50,70) --- fools LCT!

7 Minimum Energy Fitting (MEF): LCT can’t drive codes: no v z, not consistent with We developed method consistent w/z-comp. of ideal induction equation: Represent unkown vector fields w/potentials:

8 MEF, cont’d: Induction eqn. determines : Constrain by minimizing integrated velocity field, –this quadratic form resembles ‘energy,’ hence “MEF.” –assumes Solution v(x,y) is “as small as possible, consistent with the data.”

9 Apparent horizontal motion can be either true horizontal motion, or vertical motion of a tilted field geometry. ILCT: Reinterpret LCT, a la Demoulin & Berger (2003)

10 ILCT, cont’d: Find Similar to MEF, use scalar potentials: As w/MEF: indn eqn. fixes ; ass’d. Instead of minimizing ‘energy’ to find, ILCT uses LCT to constrain :

11 These data used in our AR 8210 simulations. (*)

12 Conclusions Re: I-LCT, MEF Some method of deriving from data is required to drive MHD codes. Method must be consistent with magnetic field evolution,. (Will use.) UCB-MURI team has developed two novel methods, where none existed before. Our methods are only consistent with --- still more work to be done!

13 Amari et al. Initial Velocity

14 Cancellation flow in Amari et al. (BACK)

15 Vector Field in AR 8210, c. 1 May Eruption

16 NLFFF of AR 8210, from S.Regnier (BACK)

17 Data-driven ZEUS Run (BACK)

18 Q:What is the proximate cause of CMEs? Energization: Field emerges (twisted?); flows in high-  photosphere stress ‘line-tied’ coronal field. Impulsive Release: Corona undergoes massive, violent restructuring: a CME Released Energy: is stored in currents, both those present at emergence and those induced by flows ‘STORAGE & RELEASE’ PARADIGM


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