Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Lane_072720_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 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | October 12, 2006 |
Start Time | | 2006/10/12 00:29 |
End Time | | 2006/10/12 00:33 |
Key Words | | duskdawnmagnetotailuntwisting |
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 | | -12.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 73.30000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | James_Lane_072720_1 |
Minimum Dst Value | | 0 |
SW Source | | ACE-realtime |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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