Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Simona_Nitti_013023_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 | | June 23, 2005 |
Start Time | | 2005/06/23 07:33 |
End Time | | 2005/06/23 11:48 |
Key Words | | 052 |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 15.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 80.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Simona_Nitti_013023_1 |
Minimum Dst Value | | -85 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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