Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-04-20020701_170500_20020701_215300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/01 |
Start Time | | 2002/07/01 17:05 |
End Time | | 2002/07/01 21:51 |
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 | | -30.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-04-20020701_170500_20020701_215300-constBx0 |
Minimum Dst Value | | -11 |
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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