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.
Data/Model comparison B plot for GOES-10 for time period of this run.
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)
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