Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit329-08-20020816_173900_20020816_222300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/16 |
Start Time | | 2002/08/16 17:39 |
End Time | | 2002/08/16 22:21 |
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 | | -20.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 219.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit329-08-20020816_173900_20020816_222300-constBx0 |
Minimum Dst Value | | -18 |
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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