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23-Ind-B5 Ergonomics · December 2017

Question 4 of 4: Occupational Noise Exposure

Nivaar worked solution (AI-drafted; not reviewed by a licensed engineer)

Notes on this paper

National Exams — Dec. 2017 — 98-Ind-B5 Ergonomics. Three-hour, open-book exam (all notes, books and any non-communicating calculator permitted); the paper's own instructions state "a total of five (5) questions" while the printed marking scheme and all eight pages contain exactly four (Part A, Questions 1–2, mandatory; Part B, Questions 3–4, choose one) — a minor editorial inconsistency in the source, not a dropped question. The paper requires 4 of its own marked total; all four are solved below for completeness.

Reference texts: Sanders & McCormick, Human Factors in Engineering and Design (7th ed.) — error taxonomy, task analysis, mental workload measurement, macroergonomic assessment process; Waters, Putz-Anderson & Garg, NIOSH Applications Manual for the Revised NIOSH Lifting Equation (1994) — the RWL/LI formula and multiplier tables reproduced on the exam's own pages 7–8; NIOSH, Elements of Ergonomics Programs (1997) and CSA Z1004 (Canada) — workplace musculoskeletal-disorder (MSD) prevention programs; CSA Z1002 — hazard identification, elimination and risk assessment; ISO 11228 series — manual handling limits.

Question 4: Occupational Noise Exposure (20 marks: a–10, b–10)

Question text not reproduced: the examination questions are © Engineers and Geoscientists BC. Open the official past paper (linked at the top of this page) to read the question, then follow the worked solution below.

Part (a) — Noise Dose Calculation

Given. Four exposure segments over the shift, each with a permitted duration $T$ read from the exam's own printed Table of Equivalent Noise Exposures:

SegmentLevelExposure, $C$Permitted, $T$ (from table)
194 dBA30 min1 hour = 60 min
285 dBA6.5 h = 390 min8 hours = 480 min
382 dBA1 h = 60 min (lunch/breaks)16 hours = 960 min
497 dBA15 min30 minutes

Find. The total noise dose as a percentage of the daily exposure limit, and whether it exceeds 100%.

Approach. Sum each segment's exposure/permitted-duration ratio and multiply by 100, per the Ontario Ministry of Labour equation given in the question.

  1. Compute each segment's dose fraction $C_i/T_i$. $$\frac{C_1}{T_1}=\frac{30}{60}=0.5,\quad \frac{C_2}{T_2}=\frac{390}{480}=0.8125,\quad \frac{C_3}{T_3}=\frac{60}{960}=0.0625,\quad \frac{C_4}{T_4}=\frac{15}{30}=0.5$$
  2. Sum the fractions and convert to a percentage of the exposure limit. $$\text{Dose} = \left(0.5+0.8125+0.0625+0.5\right)\times 100 = 1.875\times100 = \boxed{187.5\%}$$
QuantityValue
94 dBA segment dose fraction0.500
85 dBA segment dose fraction0.8125
82 dBA segment dose fraction0.0625
97 dBA segment dose fraction0.500
Total daily noise dose187.5% of exposure limit

Yes, this exposure exceeds the maximum daily exposure by a wide margin: a dose of 100% represents the full permitted daily limit, and this worker's shift totals 187.5% – nearly double. The two loudest, shortest segments (94 dBA/30 min and 97 dBA/15 min) alone already contribute a full dose fraction of 1.0 (0.5+0.5) before the 85 dBA background exposure is even added, illustrating the exchange-rate logic of the equation: because permitted duration falls off steeply as level rises (halving roughly every 3 dB, per the exam's own printed table), a relatively short exposure at a high level can dominate the total dose.

Part (b) — Rationale for Sound Limits, and Four Protection Methods

Regulators impose sound limits because occupational noise-induced hearing loss (NIHL) is cumulative, gradual and irreversible: unlike an acute injury, workers typically cannot perceive the damage occurring shift by shift, so without an externally enforced, measurable limit and audiometric surveillance program, permanent hearing loss can develop unnoticed until it is disabling. The specific limits (e.g. 85 dBA for 8 hours, with the printed exchange-rate table halving permitted duration roughly every 3 dB) are derived from epidemiological damage-risk criteria linking cumulative noise dose to measured permanent threshold shift across worker populations – they represent a defined, evidence-based acceptable-risk boundary, not an arbitrary comfort threshold, and enforcing them protects workers from an information asymmetry (they cannot directly observe their own cumulative risk the way they could, say, a visible cut or burn).

Four distinct, complementary methods to protect workers' hearing, following the standard hazard-control hierarchy (most to least effective):

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