SLUAB16 March   2025 LMR51403 , TPS629203

 

  1.   1
  2.   Abstract
  3.   Trademarks
  4. 1Introduction
  5. 2Input and Output Ripple of Buck Converter in DCM
  6. 3TPS629203 Design Consideration
  7. 4Experimental Results
    1. 4.1 VIN and VOUT Ripple Results
    2.     Efficiency
  8. 5Summary
  9. 6References

Efficiency

Figure 4-13 shows the efficiency at 4mA and 20mA load current. Observe that the efficiency range TPS629203 is from 80.3% to 82.1%, which is a high efficiency while meeting the requirements of external capacitance.

 Efficiency with a 5.6uH InductorFigure 4-13 Efficiency with a 5.6uH Inductor

If the ripple limit can be relaxed, then the efficiency can be further improved. In a cycle time Tcycle, the charge of inductor ΔQL is equal to charge consumed by load in Figure 4-13. So, Tcycle can be calculated by using Equation 10.

Equation 10. Tcycle=QLILOAD=VIN-Vo2ILOAD×L×VINVo×Ton2

For buck converters with constant on time, T_cycle can be increased by reducing the inductor L, which means less switching loss and higher efficiency. However, this leads to increased ripple in Equation 3 and Equation 8.

 Cycle Time in DCMFigure 4-14 Cycle Time in DCM

Figure 4-15 shows a comparison of the efficiency of the inductor of 2.2uH (ripple is 0.5% of input and output voltage) and 5.6uH inductor (ripple is 0.2% of input and output voltage). Observe that the efficiency has increased to 86.8%-87.7%.

 Efficiency with 2.2uH Inductor and 5.6uH InductorFigure 4-15 Efficiency with 2.2uH Inductor and 5.6uH Inductor