Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit316-05-20020716_050000_20020716_094400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/16 |
Start Time | | 2002/07/16 05:00 |
End Time | | 2002/07/16 09:42 |
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 | | -14.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit316-05-20020716_050000_20020716_094400-constBx0 |
Minimum Dst Value | | 22 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |