Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jian_Yang_030910_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 12 2009 |
Start Time | | 2009/03/12 22:00 |
End Time | | 2009/03/13 04:00 |
Key Words | | SMC themis 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 | | -0.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 34.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jian_Yang_030910_1 |
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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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