Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-10-20020712_104000_20020712_152500-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 10:40 |
End Time | | 2002/07/12 15:23 |
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 | | -27.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-10-20020712_104000_20020712_152500-constBx0 |
Minimum Dst Value | | -36 |
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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