Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Christina_Xing_100720_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 18, 2009 |
Start Time | | 2009/08/18 12:00 |
End Time | | 2009/08/19 00:00 |
Key Words | | 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 | | 17.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.64 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 69.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Christina_Xing_100720_1 |
Minimum Dst Value | | -2 |
SW Source | | ACE-realtime |
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-B for time period of this run.
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