Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_112821_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 | | resolution |
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 | | 75.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Treshunda_James_112821_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.
Satellite data B plot for GOES-11 for time period of this run.
![](data: 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