Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nilam_Bhosale_022123_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 31, 2001 |
Start Time | | 2001/03/31 00:00 |
End Time | | 2001/03/31 23:00 |
Key Words | | shock |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 1.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 245.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Nilam_Bhosale_022123_4 |
Minimum Dst Value | | -387 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |