Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Remya_Bhanu_072618_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 09, 2015 |
Start Time | | 2015/08/09 04:00 |
End Time | | 2015/08/09 08:00 |
Key Words | | substorm emic |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 117.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Remya_Bhanu_072618_1 |
Minimum Dst Value | | -18 |
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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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