Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-05-20020414_095300_20020414_143700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/14 |
Start Time | | 2002/04/14 09:53 |
End Time | | 2002/04/14 14:35 |
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 | | -13.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.56 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 211.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-05-20020414_095300_20020414_143700-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 Wind for time period of this run.
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)
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