Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit309-09-20020630_072300_20020630_121100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/30 |
Start Time | | 2002/06/30 07:23 |
End Time | | 2002/06/30 12:09 |
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 | | -21.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit309-09-20020630_072300_20020630_121100-constBx0 |
Minimum Dst Value | | -7 |
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-8 for time period of this run.
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)
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