Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nilam_Bhosale_100121_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 12:00 |
End Time | | 2005/01/22 12:00 |
Key Words | | disturbance in H |
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 | | -16.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.46 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 109.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nilam_Bhosale_100121_2 |
Minimum Dst Value | | -97 |
SW Source | | ACE-L2 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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