Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tim_Kodikara_051917_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 20, 2014 |
Start Time | | 2014/08/20 00:00 |
End Time | | 2014/08/28 00:00 |
Key Words | | Ionospohere, thermosphere, magnetosphere coupling |
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 | | 9.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.52 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 121.10000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | Tim_Kodikara_051917_1 |
Minimum Dst Value | | -76 |
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. |