Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: HT_F_030223_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 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | August 19, 2006 |
Start Time | | 2006/08/19 06:00 |
End Time | | 2006/08/19 18:00 |
Key Words | | event |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 90.90000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | HT_F_030223_4 |
Minimum Dst Value | | -30 |
SW Source | | OMNI |
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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