Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: george_siscoe_090605_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 7 2004 |
Start Time | | 2004/11/07 19:00 |
End Time | | 2004/11/07 21:00 |
Key Words | | cusp position-1 |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -7.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | george_siscoe_090605_1 |
Minimum Dst Value | | 18 |
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 Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |