Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit295-01-20020526_101000_20020526_145400-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 | | 2002/05/26 |
Start Time | | 2002/05/26 10:10 |
End Time | | 2002/05/26 14:52 |
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 | | -25.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit295-01-20020526_101000_20020526_145400-constBx0 |
Minimum Dst Value | | -24 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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