Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: GEM_CEDAR_073015_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2013 |
Start Time | | 2013/03/16 00:00 |
End Time | | 2013/03/19 05:00 |
Key Words | | IE |
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 | | -5.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.84 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | GEM_CEDAR_073015_5 |
Minimum Dst Value | | -132 |
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.
Satellite data B plot for THEMIS-C for time period of this run.
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