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 GOES-10 for time period of this run.
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)
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