Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit312-06-20020706_212100_20020707_020500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/06 |
Start Time | | 2002/07/06 21:21 |
End Time | | 2002/07/07 02:03 |
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 | | -20.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit312-06-20020706_212100_20020707_020500-constBx0 |
Minimum Dst Value | | -37 |
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. |