Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit322-05-20020730_114200_20020730_162700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/30 |
Start Time | | 2002/07/30 11:42 |
End Time | | 2002/07/30 16:25 |
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 | | -27.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 234.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit322-05-20020730_114200_20020730_162700-constBx0 |
Minimum Dst Value | | 2 |
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 Polar for time period of this run.
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)
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