Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Changbo_Zhu_061515_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 21, 2004 |
Start Time | | 2004/02/21 01:30 |
End Time | | 2004/02/21 02:00 |
Key Words | | Magnetosheath flow |
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 | | -19.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.44 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 96.00000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | Changbo_Zhu_061515_1 |
Minimum Dst Value | | -5 |
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 Cluster-1 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. |