Abstract
This paper is to investigate the unique impact of simulation time-resolutions on energy matching between on-site micro-wind turbine and household electric demand. The focused indices are on-site electrical energy fraction (OEFe), on-site electrical energy matching (OEMe), and their errors (eOEF and eOEM). The methodology consists of parametric analyses with respect to time-resolution levels, averaging methods, demand profiles, turbine capacities, and wind conditions. Two averaging methods are used: ‘Speed Averaging’ and ‘Power Averaging’. With a coarser resolution, two averaging effects have been found. One is an overestimation effect by both the averaging methods, which are more likely to be encountered especially when a high-resolution generation curve frequently crosses intermittent long spikes of a demand curve. The other effect is an underestimation effect on OEFe simultaneously occurring with the Speed Averaging Method under the conditions of (1) a low wind speed and (2) a high unstable wind speed and a low turbine capacity.
Acknowledgements
Mr Kristian Bäckström from Posintra Oy is greatly acknowledged for providing us the high-resolution monitored electrical demand data.
Nomenclature
Δt | = | time-step used in the research |
ED | = | electrical demand |
eOEF | = | the errors of OEFe caused by coarser resolutions when compared to the finest resolution of 1 min (%) |
eOEM | = | the errors of OEMe caused by coarser resolutions when compared to the finest resolution of 1 min (%) |
G | = | on-site generated power (kW) |
Gelec | = | electrical power generated by the on-site electrical energy production system (kW) |
hr | = | hour |
L | = | load power (kW) |
le | = | electrical loss of on-site electrical power during distribution process (kW) |
Lelec | = | electrical load power (kW) |
OEF | = | on-site energy fraction |
OEFe | = | on-site electrical energy fraction |
OEM | = | on-site energy matching |
OEMe | = | on-site electrical energy matching |
PV | = | photovoltaic |
t1 | = | starting point of the time span |
t2 | = | end point of the time span |