Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_012219_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 11, 2017 |
Start Time | | 2017/07/11 21:00 |
End Time | | 2017/07/11 23:00 |
Key Words | | plasmoid |
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 | | 26.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_012219_2 |
Minimum Dst Value | | -8 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |