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.
Satellite data B plot for THEMIS-C for time period of this run.
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