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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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