Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit312-09-20020707_113600_20020707_162000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/07 |
Start Time | | 2002/07/07 11:36 |
End Time | | 2002/07/07 16:18 |
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 | | -30.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit312-09-20020707_113600_20020707_162000-constBx0 |
Minimum Dst Value | | -24 |
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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