Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit295-09-20020528_001000_20020528_045400-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 | | 2002/05/28 |
Start Time | | 2002/05/28 00:10 |
End Time | | 2002/05/28 04:52 |
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 | | -13.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit295-09-20020528_001000_20020528_045400-constBx0 |
Minimum Dst Value | | -33 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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