Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_112921_3 | |
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_3 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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