Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Agnit_Mukhopadhyay_031717_17 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 18, 2004 |
Start Time | | 2004/02/18 14:00 |
End Time | | 2004/02/19 00:00 |
Key Words | | Magnetopause, CPCP |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.13 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 95.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Agnit_Mukhopadhyay_031717_17 |
Minimum Dst Value | | -23 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 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. |