Counter-ramp (single-slope) ADCs: identify the key disadvantage In data-conversion systems, a counter-ramp (single-slope integrating) analog-to-digital converter counts clock pulses until the integrator output matches the input. What is the principal drawback of this ADC architecture compared with common alternatives?

Digital Electronics Interfacing to the Analog World Difficulty: Easy
Choose an option
  • A
    complex circuit
  • B
    high cost
  • C
    very slow
  • D

Answer

Correct Answer: very slow

Explanation

Introduction / Context:The counter-ramp (single-slope integrating) ADC converts an analog voltage by charging or discharging an integrator while a counter advances with a fixed clock. When the comparator detects equality, the count is latched as the digital result. Understanding its timing behavior reveals the main trade-off of this simple architecture.

Given Data / Assumptions:

  • Conversion is performed by a ramp/integrator driven by a constant current.
  • Time to convert is proportional to input magnitude.
  • A stable clock and reference are assumed.

Concept / Approach:Single-slope ADC conversion time scales with the analog input and the clock period. Worst-case time occurs at or near full-scale and equals (maximum count) * (clock period). Because each conversion requires the ramp to traverse a large portion of the range, throughput is limited compared with successive-approximation (SAR) or flash ADCs.

Step-by-Step Solution:Let T_clk be the clock period and N_counts the count reached for the input.Conversion time T_conv ≈ N_counts * T_clk (worst case near full scale).To improve resolution, the clock must be faster or the ramp slower; both create practical limits.Therefore, relative to SAR (≈ constant N clocks) or flash (≈ 1–2 comparator delays), single-slope is slow.

Verification / Alternative check:Compare architectures: SAR needs about one clock per bit (fixed time), flash is nearly instantaneous but costly, dual-slope averages noise but still has long, fixed integration times. Single-slope is among the slowest because it measures time proportional to input level.

Why Other Options Are Wrong:

  • complex circuit: Single-slope is actually simple (integrator + comparator + counter).
  • high cost: Parts count is low, so cost is typically modest.
  • —: Not a meaningful technical disadvantage.

Common Pitfalls:

  • Confusing single-slope with dual-slope; dual-slope has fixed integration periods and superior noise rejection.
  • Assuming slow speed is acceptable without considering required sampling rates.

Final Answer:very slow

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