Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-06-20020721_035900_20020721_084400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/21 |
Start Time | | 2002/07/21 03:59 |
End Time | | 2002/07/21 08:42 |
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 | | -11.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-06-20020721_035900_20020721_084400-constBx0 |
Minimum Dst Value | | -28 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison 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. |