Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Simona_Nitti_012023_2 | |
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_012023_2 |
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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