Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-06-20020302_190700_20020302_235200-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 19:07 |
End Time | | 2002/03/02 23:50 |
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 | | 3.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-06-20020302_190700_20020302_235200-constBx0 |
Minimum Dst Value | | -12 |
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-10 for time period of this run.
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)
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