Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_112921_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 | | 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_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 THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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