Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shipra_Sinha_011022_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 21, 2005 |
Start Time | | 2005/01/21 17:00 |
End Time | | 2005/01/21 17:30 |
Key Words | | Dipolarization |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -9.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.92 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 109.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shipra_Sinha_011022_1 |
Minimum Dst Value | | -22 |
SW Source | | OMNI |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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