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.
Satellite data B plot for Wind for time period of this run.
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)
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