Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_102022_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 05, 2011 |
Start Time | | 2011/08/05 13:20 |
End Time | | 2011/08/06 01:20 |
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 | | 24.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.05 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 112.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_102022_1 |
Minimum Dst Value | | -88 |
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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)
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