Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-05-20021021_183700_20021021_232100-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 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/21 |
Start Time | | 2002/10/21 18:37 |
End Time | | 2002/10/21 23:19 |
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 | | 1.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-05-20021021_183700_20021021_232100-constBx0 |
Minimum Dst Value | | -21 |
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.
![](data: 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)
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