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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |