Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-03-20020602_225300_20020603_033800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/02 |
Start Time | | 2002/06/02 22:53 |
End Time | | 2002/06/03 03:36 |
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 | | -16.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-03-20020602_225300_20020603_033800-constBx0 |
Minimum Dst Value | | -37 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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