Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Cathal_Clavie_043016_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 20, 2015 |
Start Time | | 2015/04/20 00:00 |
End Time | | 2015/04/22 02:00 |
Key Words | | sw4 |
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 | | 9.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 151.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Cathal_Clavie_043016_3 |
Minimum Dst Value | | -29 |
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-B for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |