Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Changbo_Zhu_061515_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 14, 2007 |
Start Time | | 2007/06/14 04:30 |
End Time | | 2007/06/14 05:00 |
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 | | 13.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.94 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.00000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | Changbo_Zhu_061515_2 |
Minimum Dst Value | | -1 |
SW Source | | DSCOVR-realtime |
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 THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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