Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit321-08-20020728_165100_20020728_213600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/28 |
Start Time | | 2002/07/28 16:51 |
End Time | | 2002/07/28 21:34 |
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 | | -26.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 246.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit321-08-20020728_165100_20020728_213600-constBx0 |
Minimum Dst Value | | -2 |
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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