Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-03-20020720_134100_20020720_182600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/20 |
Start Time | | 2002/07/20 13:41 |
End Time | | 2002/07/20 18:24 |
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 | | -31.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-03-20020720_134100_20020720_182600-constBx0 |
Minimum Dst Value | | -23 |
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 Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |