Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_042312_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 06, 2002 |
Start Time | | 2002/06/06 13:20 |
End Time | | 2002/06/06 13:50 |
Key Words | | d |
Model | | LFM |
Model Version | | LTR-2_1_1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 28.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_042312_2 |
Minimum Dst Value | | 0 |
SW Source | | DSCOVR-realtime |
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 Wind for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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