Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Doug_Cramer_052523_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2018 |
Start Time | | 2018/01/01 00:00 |
End Time | | 2018/01/01 02:00 |
Key Words | | rcm |
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 | | -26.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 66.80000 |
Conductance Model | | CTIM |
Corotation | | no |
Run Number | | Doug_Cramer_052523_1 |
Minimum Dst Value | | -7 |
SW Source | | OMNI |
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. |