Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nilam_Bhosale_112123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 27, 2013 |
Start Time | | 2013/06/27 00:00 |
End Time | | 2013/06/28 00:00 |
Key Words | | Shock |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 102.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nilam_Bhosale_112123_1 |
Minimum Dst Value | | -18 |
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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