Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit321-05-20020728_023300_20020728_071800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/28 |
Start Time | | 2002/07/28 02:33 |
End Time | | 2002/07/28 07:16 |
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 | | -9.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 246.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit321-05-20020728_023300_20020728_071800-constBx0 |
Minimum Dst Value | | -18 |
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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