Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit272-02-20020401_221200_20020402_025600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/01 |
Start Time | | 2002/04/01 22:12 |
End Time | | 2002/04/02 02:54 |
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 | | -0.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit272-02-20020401_221200_20020402_025600-constBx0 |
Minimum Dst Value | | -9 |
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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