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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-B 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. |