Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-03-20020418_183100_20020418_231500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/18 |
Start Time | | 2002/04/18 18:31 |
End Time | | 2002/04/18 23:13 |
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 | | -17.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-03-20020418_183100_20020418_231500-constBx0 |
Minimum Dst Value | | -116 |
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 GOES-8 for time period of this run.
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)
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