Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_112821_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 | | 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_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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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