Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Humble_112921_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 13, 2020 |
Start Time | | 2020/04/13 04:00 |
End Time | | 2020/04/13 05:28 |
Key Words | | usipiv |
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 | | 0.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Humble_112921_1 |
Minimum Dst Value | | -4 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |