Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-04-20020314_070400_20020314_114900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/14 |
Start Time | | 2002/03/14 07:04 |
End Time | | 2002/03/14 11:47 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-04-20020314_070400_20020314_114900-constBx0 |
Minimum Dst Value | | 1 |
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 Geotail for time period of this run.
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)
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