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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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