Ch. 6 Test, Initial Vent Settings Flashcards
Calculate the tubing compliance (CT) when the measured volume is 100 mL and the static pressure is 65 cm H2O.
a. 0.0015 mL/cm H2O
b. 0.65 cm H2O/mL
c. 1.5 mL/cm H2O
d. 6.5 mL/cm H2O
ANS: C
Calculate tubing compliance (CT) by dividing measured volume by measured static pressure.
DIF: 2 REF: pgs . 87, 88
Calculate the tubing compliance (CT) when the measured volume is 150 mL and the static pressure is 53 cm H2O.
a. 0.003 mL/cm H2O
b. 0.35 cm H2O/mL
c. 2.8 mL/cm H2O
d. 7.95cm H2O/mL
ANS: C
Calculate tubing compliance (CT) by dividing measured volume by measured static pressure.
DIF: 2 REF: pgs. 88, 89
When initially setting up a ventilator the plateau pressure (PPlateau) is measured at 47 cm H2O with a set volume of 100 mL. After applying the ventilator to the patient, the average peak pressure reached during volume delivery is 28 cm H2O. How much volume is lost in the ventilator tubing?
a. 13 mL
b. 60 mL
c. 147 mL
d. 168 mL
ANS: B
Calculate tubing compliance (CT) by dividing measured volume by measured static pressure. The amount of volume lost to the circuit equals the pressure reached during a tidal volume (VT) delivery multiplied by the CT factor.
DIF: 2 REF: pg. 89
When initially setting up a ventilator, the plateau pressure (PPlateau) is measured at 68 cm H2O with a set volume of 200 mL. After applying the ventilator to the patient, the average peak pressure reached during volume delivery is 22 cm H2O. How much volume is lost in the ventilator tubing?
a. 0.064 mL
b. 7.5 mL
c. 64.7 mL
d. 95.7 mL
ANS: C
Calculate tubing compliance (CT) by dividing measured volume by measured static pressure. The amount of volume lost to the circuit equals the pressure reached during a tidal volume (VT) delivery multiplied by the CT factor.
DIF: 2 REF: pgs. 88-90
Calculate the volume lost if the tubing compression factor is 2.5 mL/cm H2O and the pressure change during ventilation is 32 cm H2O.
a. 2.5 mL
b. 12.8 mL
c. 64 mL
d. 80 mL
ANS: D
The amount of volume lost to the circuit equals the pressure reached during a tidal volume (VT) delivery multiplied by the tubing compliance (CT) factor.
DIF: 2 REF: pgs. 89, 90
Calculate the average tidal volume for a patient who has a minute ventilation of 10 L/min with a respiratory rate (RR) of 12 bpm.
a. 120 mL
b. 833 mL
c. 1000 mL
d. 1200 mL
ANS: B
Minute ventilation equals respiratory rate multiplied by tidal volume (VT). Therefore, tidal volume equals minute ventilation divided by respiratory rate.
DIF: 2 REF: pg. 87
Calculate the inspiratory time (TI) when a ventilator is set at a tidal volume (VT) of 800 mL and a constant flow rate of 40 L/min.
a. 0.02 second
b. 0.5 second
c. 1.2 seconds
d. 3.2 seconds
ANS: C Inspiratory Time (TI) = Tidal Volume (VT)/Minute Ventilation (VE) (convert L/min to L/sec first)
DIF: 2 REF: pgs. 89. 90
Calculate the inspiratory time (TI) when a ventilator is set at a tidal volume (VT) of 500 mL and a constant flow rate of 30 L/min.
a. 0.6 second
b. 1 second
c. 1.5 seconds
d. 1.7 seconds
ANS: B Inspiratory Time (TI) = Tidal Volume (VT)/Minute Ventilation (VE) (convert L/min to L/sec first)
DIF: 2 REF: pgs. 89, 90
Calculate the inspiratory to expiratory (I:E) ratio for a ventilator that is set to deliver 850 mL at a frequency of 15 bpm with a flow rate of 45 L/min.
a. 1:1.1
b. 1:2.5
c. 1:3.5
d. 1:4
ANS: B
Minute ventilation equals respiratory rate multiplied by tidal volume.
DIF: 2 REF: pg. 91
Calculate the inspiratory to expiratory (I:E) ratio when the inspiratory time is 0.5 seconds and the respiratory rate is 30 bpm.
a. 1:3
b. 1:4
c. 4:1
d. 3:1
ANS: A
Total Cycle Time (TCT) = 60 sec/f; TCT – Inspiratory Time (TI) = Expiratory Time (TE); TI:TE = 1:X
DIF: 2 REF: pg. 91
Calculate the expiratory time (TE) when the ventilator frequency is set to 25 bpm and the inspiratory time (TI) is 0.75 second.
a. 0.75 second
b. 1.16 seconds
c. 1.65 seconds
d. 2.4 seconds
ANS: C
Total Cycle Time (TCT) = 60 sec/f; TCT – Inspiratory Time (TI) = Expiratory Time (TE)
DIF: 2 REF: pg. 91
What is the flow rate necessary to deliver a tidal volume (VT) of 600 mL, with a constant waveform, at a respiratory rate of 15 breaths/min with an I:E of 1:4?
a. 36 L/min
b. 40 L/min
c. 45 L/min
d. 60 L/min
ANS: C
Total Cycle Time (TCT) = 60 sec/f; Inspiratory Time (TI) = TCT/Inspired (I) + Expired (E); Flow rate = Tidal Volume (VT)/Inspiratory Time (TI)
DIF: 2 REF: pgs. 91, 92
Setting flow rates high will cause which of the following to occur?
a. Improve gas exchange
b. Lengthen inspiratory time
c. Increase air trapping
d. Increase peak pressures
ANS: D
The flow setting on a mechanical ventilator determines how fast the inspired gas will be delivered to the patient. During continuous mandatory ventilation (CMV), high flows shorten inspiratory time (TI) and may result in higher peak pressures and poor gas distribution.
DIF: 1 REF: pg. 92
Slow flow rates will cause which of the following to occur?
a. Poor gas exchange
b. Increase peak pressures
c. Shorten expiratory time
d. Decrease mean airway pressure
ANS: C
Slower flows may reduce peak pressures, improve gas distribution, and increase at the expense of increasing inspiratory time (TI). Unfortunately, shorter expiratory time (TE) can lead to air trapping, while using a longer TI may cause cardiovascular side effects.
DIF: 1 REF: pg. 92
The flow wave form pattern that provides the shortest inspiratory time (TI) of all the available flow patterns with an equivalent peak flow rate setting is which of the following?
a. Sine
b. Rectangular
c. Ascending Ramp
d. Descending Ramp
ANS: B
Generally, a constant flow pattern provides the shortest inspiratory time (TI) of all the available flow patterns with an equivalent peak flow rate setting.
DIF: 1 REF: pg. 92