Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_092223_4 | |
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 | | G4eventGUMICS |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
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 | | 32 |
F10.7 | | 100.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tristen_Wanner_092223_4 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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