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Laser Treatment Parameters & Dosage Flashcards

7 cards from real CLT practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

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  1. Which parameter describes the total energy delivered per unit area during a laser treatment session?

    Answer: Fluence (J/cm²)

    Fluence, measured in J/cm², represents the total energy delivered per unit area and is the primary dosage metric in laser therapy.

  2. When treating a darker Fitzpatrick skin type (V-VI) with a laser, the therapist should generally:

    Answer: Reduce fluence and use longer pulse durations

    Darker skin types have more epidermal melanin, requiring lower fluence and longer pulses to reduce the risk of thermal damage and dyspigmentation.

  3. The concept of 'thermal relaxation time' (TRT) is most relevant when selecting:

    Answer: Pulse duration

    Pulse duration should be shorter than or equal to the TRT of the target to confine thermal damage to the target and spare surrounding tissue.

  4. A laser device has an output power of 2 W and the operator uses a spot size with an area of 1 cm². What is the irradiance?

    Answer: 2 W/cm²

    Irradiance (power density) = Power ÷ Area = 2 W ÷ 1 cm² = 2 W/cm².

  5. In photobiomodulation (low-level laser therapy), the Arndt-Schulz law suggests that:

    Answer: Optimal therapeutic doses lie within a specific dose window; too low or too high reduces efficacy

    The Arndt-Schulz law applied to LLLT indicates a biphasic dose-response where a therapeutic window exists; doses below or above this window are less effective.

  6. Which of the following BEST defines 'duty cycle' in pulsed laser operation?

    Answer: The ratio of on-time to the total period (on + off time)

    Duty cycle is the proportion of time the laser is actively emitting (on-time / total period), expressed as a percentage.

  7. A therapist doubles the spot size diameter while keeping all other parameters constant. How does this affect the irradiance?

    Answer: Irradiance is reduced to one-quarter

    Spot area scales with the square of the radius; doubling diameter quadruples the area, so the same power is spread over four times the area, reducing irradiance to 1/4.