Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-04-20020302_093500_20020302_142000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/02 |
Start Time | | 2002/03/02 09:35 |
End Time | | 2002/03/02 14:18 |
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 | | 4.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-04-20020302_093500_20020302_142000-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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