Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-02-20020917_204500_20020918_013000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/17 |
Start Time | | 2002/09/17 20:45 |
End Time | | 2002/09/18 01:28 |
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 | | -1.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-02-20020917_204500_20020918_013000-constBx0 |
Minimum Dst Value | | -45 |
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 Wind for time period of this run.
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)
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