Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_112921_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 30, 2010 |
Start Time | | 2010/05/30 00:00 |
End Time | | 2010/05/30 12:00 |
Key Words | | conductance |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.98 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Treshunda_James_112921_1 |
Minimum Dst Value | | -46 |
SW Source | | OMNI |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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