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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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