Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit312-06-20020706_212100_20020707_020500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/06 |
Start Time | | 2002/07/06 21:21 |
End Time | | 2002/07/07 02:03 |
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 | | -20.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit312-06-20020706_212100_20020707_020500-constBx0 |
Minimum Dst Value | | -37 |
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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