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.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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