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.
Satellite data B plot for THEMIS-C for time period of this run.
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