Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shipra_Sinha_011422_2 | |
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 18:28 |
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_011422_2 |
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 Geotail for time period of this run.
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)
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