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.
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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