Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jian_Yang_031210_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 11 2009 |
Start Time | | 2009/03/11 20:00 |
End Time | | 2009/03/13 04:00 |
Key Words | | SMC themis-batsrus 2009-03-13 |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 4.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jian_Yang_031210_2 |
Minimum Dst Value | | -23 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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