Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zewen_Chen_121922_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 07, 2014 |
Start Time | | 2014/06/07 16:30 |
End Time | | 2014/06/07 17:30 |
Key Words | | Interplanetary shock and magnetosphere |
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 | | 32.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 140.80000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Zewen_Chen_121922_1 |
Minimum Dst Value | | -2 |
SW Source | | WIND |
Diagnostic Indices | | NO |
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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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)
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