Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-08-20020613_105200_20020613_153600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/13 |
Start Time | | 2002/06/13 10:52 |
End Time | | 2002/06/13 15:34 |
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 | | -28.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-08-20020613_105200_20020613_153600-constBx0 |
Minimum Dst Value | | -10 |
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. |