Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thomas_Moore_102011_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 19 2004 |
Start Time | | 2004/06/19 08:45 |
End Time | | 2004/06/19 09:45 |
Key Words | | dawn |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Thomas_Moore_102011_3 |
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 GOES-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |