Abstract
This study proposes a method of determining the input impedance of a phase shift modulated dual active bridge (DAB) converter in closed-loop operation. Input impedance is an important characterization of converter behavior, particularly in regards to interactions with external sources or systems. When converter models are available, model-based determinations of input impedance are possible through the application of the Extra Element Theorem (EET). However, DAB converters are not easily modeled using standard techniques due to their high-frequency ac stage. Instead, DAB models are derived using generalized average modeling (GAM). The GAM approach allows ac power stages to be modeled accurately but creates difficulties for model-based calculations of closed-loop impedances. This study simplifies determinations of closed-loop input impedance for DAB converters by deriving standalone expressions for the driving point impedances needed to apply the EET. These expressions allow the closed-loop input impedance to be calculated for any linear controller without the derivation of a corresponding closed-loop model. The values of input impedance calculated from these expressions are validated through comparison to experimental results from hardware tests.
| Original language | American English |
|---|---|
| Journal | Proceedings of the 32nd Annual IEEE Applied Power Electronics Conference and Exposition (2017, Tampa, FL) |
| DOIs | |
| State | Published - Mar 1 2017 |
Keywords
- Analytical Models
- Closed-Loop Operation
- Driving Point Impedances
- Dual Active Bridge Converter
- Dual Active Bridges
- Electric Impedance
- Electric Impedance Measurement
- Extra Element Theorem
- Generalized Average Modeling
- Generalized Average Models
- Harmonic Analysis
- Impedance
- Impedance Criteria
- Integrated Circuit Modeling
- Linear Control Systems
- Linear Controllers
- Mathematical Model
- Phase Shift Modulation
- Power Converters
- Power Electronics
- Topology
- Transfer Functions
Disciplines
- Electrical and Computer Engineering
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