Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: treshunda_james_092121_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 15, 2010 |
Start Time | | 2010/06/15 00:00 |
End Time | | 2010/06/21 12:56 |
Key Words | | test |
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 | | 20.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.77 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 72.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | treshunda_james_092121_1 |
Minimum Dst Value | | -30 |
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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