Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nilam_Bhosale_011724_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 00:00 |
End Time | | 2011/09/26 23:00 |
Key Words | | Storm |
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 | | -4.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nilam_Bhosale_011724_1 |
Minimum Dst Value | | -117 |
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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