Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yash_Sarkango_040616_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 18, 2008 |
Start Time | | 2008/07/18 14:00 |
End Time | | 2008/07/18 18:00 |
Key Words | | test 2 |
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 | | 29.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.72 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 67.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yash_Sarkango_040616_2 |
Minimum Dst Value | | -11 |
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-D 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. |