Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Simona_Nitti_022723_19a | |
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 14:33 |
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 | | 0 |
F10.7 | | 80.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Simona_Nitti_022723_19a |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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