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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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