Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_081522_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 22, 2015 |
Start Time | | 2015/06/22 12:45 |
End Time | | 2015/06/23 01:45 |
Key Words | | storm magnetopause |
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 | | 28.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 255.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_081522_2 |
Minimum Dst Value | | -111 |
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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