Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-07-20020613_060700_20020613_105100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/13 |
Start Time | | 2002/06/13 06:07 |
End Time | | 2002/06/13 10:49 |
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 | | -17.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-07-20020613_060700_20020613_105100-constBx0 |
Minimum Dst Value | | -19 |
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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