Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_092523_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | August 24, 2005 |
Start Time | | 2005/08/24 07:00 |
End Time | | 2005/08/24 14:00 |
Key Words | | G4eventOpenGGCM |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 2.67 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 100.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tristen_Wanner_092523_1 |
Minimum Dst Value | | -184 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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