Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_Zheng_021022_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 29, 2018 |
Start Time | | 2018/04/29 04:50 |
End Time | | 2018/04/29 05:50 |
Key Words | | python project |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Yihua_Zheng_021022_2 |
Minimum Dst Value | | 8 |
SW Source | | WIND |
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. |