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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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