Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-08-20020712_010800_20020712_055300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/12 |
Start Time | | 2002/07/12 01:08 |
End Time | | 2002/07/12 05:51 |
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 | | -12.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-08-20020712_010800_20020712_055300-constBx0 |
Minimum Dst Value | | 13 |
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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