Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: sinan_GUYER_030915_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 16, 2013 |
Start Time | | 2013/08/16 02:00 |
End Time | | 2013/08/16 04:00 |
Key Words | | alfven |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.42 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 123.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | sinan_GUYER_030915_3 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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