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