Table of contents

Ventilators · Modes & Mechanics

Pressure Controlled Ventilation (PC-AC)

Clinical Context:
Pressure Control is often preferred when lung mechanics are poor (e.g., ARDS with low compliance) because it strictly limits the distending pressure, reducing the risk of barotrauma. It is also frequently more comfortable for awake patients because the flow is variable—if the patient demands more air, the machine provides more flow to maintain the target pressure.

Learner Objectives:

  1. Define PC-AC using the Phase Variables (Trigger, Limit, Cycle).
  2. Categorize ventilator settings.
  3. Analyze how changes in Compliance and Resistance alter Tidal Volume (the dependent variable) using the Equation of Motion.
  4. Demonstrate the impact of Rise Time on patient comfort and peak flow.
  5. Optimize Inspiratory Time (TIT_I) to ensure full alveolar equilibration without causing auto-PEEP.
  6. Analyze the different ventilator settings to increase minute ventilation.

1. Definition and Mechanics

What is it?
In PC-AC, you set a target pressure and a duration. The ventilator pressurizes the circuit to that target and holds it. The volume delivered depends entirely on how "stiff" or "open" the patient's lungs are.

Phase Variables (The "Logic" of the Mode):

  • Trigger (Start): Patient (Flow/Pressure) or Time (Backup Rate).
  • Limit (Sustain): Pressure. The ventilator adjusts flow millisecond-by-millisecond to keep the pressure at the set limit.
  • Cycle (End): Time. The breath cuts off after the set Inspiratory Time (TIT_I), regardless of flow or volume.

2. The Variables: Who Controls What?

In PC-AC, the roles flip compared to Volume Control. We control the pressure and the "shape" of the breath (Time/Rise); the patient determines the volume.

Independent Variables (We Set)Patient Factors (Physiology)Dependent Variables (We Monitor)
Inspiratory Pressure (PinspP_{insp})Airway Resistance (RR)Tidal Volume (VTV_T)
Respiratory Rate (RRRR)Lung Compliance (CLC_{L})Minute Ventilation (V˙E\dot{V}_E)
Inspiratory Time (TIT_I)Chest Wall Compliance (CCWC_{CW})Flow Rate (V˙\dot{V})
Rise Time
PEEP & FiO2FiO_2

3. The Equation of Motion: Why Volume Fluctuates

In PC, PventP_{vent} is fixed. Therefore, if the patient's condition changes, the volume must change to satisfy the equation.

Pvent (Constant)=(V˙×R)+(VTCstat)+PEEPP_{vent} \text{ (Constant)} = (\dot{V} \times R) + \left( \frac{V_T}{C_{stat}} \right) + PEEP

Tool Exploration: Visualizing Clinical Scenarios



PC-AC
Adult (70kg)
405
0
cmH2OPpeak
540360
0
mlVTI
122
0.0
l/minExpMinVol
540360
0
mlVTE
3510
0
b/minfTotal
1:3.0
I:E
PawcmH2O
0
20
40
60
2
4
6
8
10
12
Flowl/min
-50
0
50
2
4
6
8
10
12
Volml
0
200
400
600
800
2
4
6
8
10
12
15cmH2O
ΔP
5cmH2O
PEEP
40%
Oxygen
17:58:56

Controls

Compliance40 mL/cmH2O
Resistance10 cmH2O/L/s
Chest Wall1 x
No editable settings enabled for this mode.
Independent variables (used across equations)
C40 mL/cmH2O
Compliance
C: 0.04 L/cmH2O
\Delta P15 cmH2O
Drive pressure
f0.91
Filling factor (rise time + \u03c4)
V_T^{pred}450 mL
Predicted tidal volume
V_T^{pred}: 0.45 L
Predicted Vt (PC)

Pressure-targeted Vt estimate from compliance and drive pressure.

Equation + work
Rearranged from equation of motion for a pressure step: VT=CΔPff is the filling factor from rise time and τ=RCf=1rteTi/rtτeTi/τrtτVTpred=CΔPf=0.04L/cmH2O150.91=0.45L(450mL)\text{Rearranged from equation of motion for a pressure step: } V_T = C\,\Delta P\,f \\ \text{f is the filling factor from rise time and } \tau = R \cdot C \\ f = 1 - \frac{rt e^{-T_i/rt} - \tau e^{-T_i/\tau}}{rt - \tau} \\ V_T^{pred} = C \cdot \Delta P \cdot f = 0.04\,\mathrm{L/cmH_2O} \cdot 15 \cdot 0.91 = 0.45\,\mathrm{L} (450\,\mathrm{mL})


Activity:

  1. Baseline: Note the VTE (Exhaled Tidal Volume). The Pressure wave is square; the Flow wave is a decelerating triangle.

  2. Scenario A: Compliance Change (Stiff Lungs/Chest Wall)

    • Context: The patient develops pulmonary edema, or a heavy patient lies flat (Chest Wall Compliance CCWC_{CW} decreases).
    • Physics: The term (VT/C)(V_T / C) dominates. With PventP_{vent} fixed, if CC drops, VTV_T must drop.
    • Result: The pressure waveform looks identical (still hits 15), but VTE drops (hypoventilation).
  3. Scenario B: Resistance Change (Obstruction)

    • Context: The patient bites the tube or has bronchospasm.
    • Physics: The term (V˙×R)(\dot{V} \times R) increases. Much of the driving pressure is "wasted" pushing through the resistance, leaving less pressure to distend the alveoli.
    • Result: VTE drops. Additionally, the Flow waveform may look shallower because it's harder to push gas in.

4. Fine-Tuning: Rise Time and Inspiratory Time

Two controls specifically alter the "feel" and efficacy of the breath in PC mode.

A. Inspiratory Rise Time (Slope)

Rise Time determines how quickly the ventilator reaches the target pressure.

  • Short Rise Time (e.g., 0.1s): Vertical pressure rise. The vent dumps flow in instantly.
    • Use: Air hungry patients with high respiratory drive.
    • Risk: Can cause pressure overshoot or "ringing" signals.
  • Long Rise Time (e.g., 0.4s): Slanted pressure rise. Gentle flow ramp-up.
    • Use: Comfortable for passive patients; avoids turbulence.
    • Risk: Patient may feel "flow starved" if they try to inhale fast.

B. Inspiratory Time (TIT_I)

Since PC is time-cycled, TIT_I determines the window available for gas exchange.

  • Target: The flow waveform should ideally return to zero before the breath ends.
  • Too Short: The breath is "clipped."
    • Observation: The flow wave is chopped off while still positive.
    • Consequence: You lost potential Tidal Volume.
  • Too Long: The flow sits at zero for a long time (Inspiratory Pause).
    • Consequence: Increases Mean Airway Pressure (good for Oxygenation) but shortens Expiratory Time (bad for Ventilation/CO2 removal).

Now, let's see these principles in practice


PC-AC
Adult (70kg)
405
0
cmH2OPpeak
540360
0
mlVTI
122
0.0
l/minExpMinVol
540360
0
mlVTE
3510
0
b/minfTotal
1:3.0
I:E
PawcmH2O
0
20
40
60
2
4
6
8
10
12
Flowl/min
-50
0
50
2
4
6
8
10
12
Volml
0
200
400
600
800
2
4
6
8
10
12
15cmH2O
ΔP
5cmH2O
PEEP
40%
Oxygen
17:58:56

Controls

P-Control
15cmH2O
T-Insp
1s
Rise Time
0.1s
Independent variables (used across equations)
C40 mL/cmH2O
Compliance
C: 0.04 L/cmH2O
\Delta P15 cmH2O
Drive pressure
f0.91
Filling factor (rise time + \u03c4)
V_T^{pred}450 mL
Predicted tidal volume
V_T^{pred}: 0.45 L
Predicted Vt (PC)

Pressure-targeted Vt estimate from compliance and drive pressure.

Equation + work
Rearranged from equation of motion for a pressure step: VT=CΔPff is the filling factor from rise time and τ=RCf=1rteTi/rtτeTi/τrtτVTpred=CΔPf=0.04L/cmH2O150.91=0.45L(450mL)\text{Rearranged from equation of motion for a pressure step: } V_T = C\,\Delta P\,f \\ \text{f is the filling factor from rise time and } \tau = R \cdot C \\ f = 1 - \frac{rt e^{-T_i/rt} - \tau e^{-T_i/\tau}}{rt - \tau} \\ V_T^{pred} = C \cdot \Delta P \cdot f = 0.04\,\mathrm{L/cmH_2O} \cdot 15 \cdot 0.91 = 0.45\,\mathrm{L} (450\,\mathrm{mL})

Increase Rise Time

  • Observation: Watch the Pressure Waveform (Top). The front edge changes from a vertical wall to a ramp. Watch the Flow Waveform (Middle). The peak flow is lower. This reduces the immediate "blast" of air.

Changes in Inspiratory Time

  • Observation (0.4s): Flow is cut off early. VTE decreases.
  • Observation (1.5s): Flow reaches zero and waits. VTE maximizes for that pressure.

5. Modifying Ventilation: Pressure, Rate, and Time

If your patient has Respiratory Acidosis (High PaCO2PaCO_2), you must increase Minute Ventilation (V˙E\dot{V}_E). In Pressure Control, you have three distinct levers to pull. Unlike Volume Control, where volume is guaranteed, here you must manipulate physics and time to get the volume you need.

V˙E=RR×VT\dot{V}_E = RR \times V_T

To increase the output (V˙E\dot{V}_E), you can:

A. Increase Inspiratory Pressure (PinspP_{insp})

  • Mechanism: Increases the Driving Pressure (ΔP=PinspPEEP\Delta P = P_{insp} - PEEP).
  • Physics: According to the Equation of Motion, creating a larger pressure gradient pushes more gas into the lungs against the existing Resistance and Compliance.
  • Result: Tidal Volume (VTV_T) increases \to Minute Ventilation increases.
  • Warning: Monitor VTV_T to ensure you don't cause volutrauma (lung overdistension).

B. Increase Respiratory Rate (RRRR)

  • Mechanism: Delivers the set pressure more frequently.
  • Physics: Linear relationship. If VTV_T is constant, doubling the Rate doubles the Minute Ventilation.
  • Result: Minute Ventilation increases.
  • Warning: As RR goes up, Expiratory Time (TET_E) goes down. Watch the Flow waveform to ensure the patient exhales fully (flow returns to zero) to avoid Auto-PEEP.

C. Optimize Inspiratory Time (TIT_I)

  • Mechanism: Adjusts the "window of opportunity" for gas to flow into the lungs.
  • The "Goldilocks" Principle:
    • If TIT_I is too short (Clipped): The flow is cut off while gas is still rushing in, leading to low tidal volume. Lengthening TIT_I will allow more time for equilibration, increasing VTV_T and Ventilation.
    • If TIT_I is too long (Pause): The flow has already reached zero. Lengthening TIT_I adds no volume (only dead time). In fact, Shortening TIT_I here might be better, as it frees up time to increase the Respiratory Rate.

Tool Exploration: The Ventilation Levers

We will start with a patient who is "under-ventilated" (Low Minute Volume) and use these levers to fix it.

PC-AC
Adult (70kg)
405
0
cmH2OPpeak
540360
0
mlVTI
122
0.0
l/minExpMinVol
540360
0
mlVTE
3510
0
b/minfTotal
1:20.4
I:E
PawcmH2O
0
20
40
60
2
4
6
8
10
12
Flowl/min
-50
0
50
2
4
6
8
10
12
Volml
0
200
400
600
800
2
4
6
8
10
12
10cmH2O
ΔP
5cmH2O
PEEP
40%
Oxygen
17:58:56

Controls

P-Control
10cmH2O
Rate
7b/min
T-Insp
0.4s
Rise Time
0.1s
Independent variables (used across equations)
C40 mL/cmH2O
Compliance
C: 0.04 L/cmH2O
\Delta P10 cmH2O
Drive pressure
f0.599
Filling factor (rise time + \u03c4)
V_T^{pred}450 mL
Predicted tidal volume
V_T^{pred}: 0.45 L
V_T450 mL
Tidal volume
V_T: 0.45 L
RR7 breaths/min
Respiratory rate
\dot V_E3.15 L/min
Minute ventilation
Predicted Vt (PC)

Pressure-targeted Vt estimate from compliance and drive pressure.

Equation + work
Rearranged from equation of motion for a pressure step: VT=CΔPff is the filling factor from rise time and τ=RCf=1rteTi/rtτeTi/τrtτVTpred=CΔPf=0.04L/cmH2O100.599=0.45L(450mL)\text{Rearranged from equation of motion for a pressure step: } V_T = C\,\Delta P\,f \\ \text{f is the filling factor from rise time and } \tau = R \cdot C \\ f = 1 - \frac{rt e^{-T_i/rt} - \tau e^{-T_i/\tau}}{rt - \tau} \\ V_T^{pred} = C \cdot \Delta P \cdot f = 0.04\,\mathrm{L/cmH_2O} \cdot 10 \cdot 0.599 = 0.45\,\mathrm{L} (450\,\mathrm{mL})
Minute Ventilation

Ventilation per minute from Vt and RR.

Equation + work
V˙E=VTRRVT=450mL=0.45LV˙E=0.457=3.1L/min\dot V_E = V_T \cdot RR \\ V_T = 450\,\mathrm{mL} = 0.45\,\mathrm{L} \\ \dot V_E = 0.45 \cdot 7 = 3.1\,\mathrm{L/min}

Activity:

  1. Baseline Assessment:

    • Note the ExpMinVol (Minute Ventilation). It is likely low (~2-3 L/min). You can see the calculation below the vent screen
    • Note the VTE.
    • Look at the Flow Waveform (Middle). Notice it is "chopped off" (negative drop) at the end of inspiration. The breath is too short.
  2. Intervention 1: Fix the Time (TIT_I)

    • Action: Increase TI from 0.4s to 1.0s.
    • Observation: Watch the Flow Waveform complete its path closer to zero line.
    • Result: VTE increases without changing pressure or rate! You just "harvested" the lost volume.
  3. Intervention 2: Increase the Pressure (PinspP_{insp})

    • Action: Increase P-INSP from 10 to 16 cmH2O.
    • Observation: The pressure box gets taller.
    • Result: VTE increases significantly. ExpMinVol rises.
  4. Intervention 3: Increase the Rate (RRRR)

    • Action: Increase RR from 7 to 20 bpm.
    • Result: ExpMinVol increases further.

Summary Table: How to Increase Ventilation in PC-AC

ParameterActionWhy it worksLimit/Risk
Pressure (PinspP_{insp})IncreaseHigher driving pressure pushes more volume in.High VTV_T (Volutrauma).
Rate (RRRR)IncreaseMore breaths per minute.Auto-PEEP (Breath stacking).
Time (TIT_I)IncreaseOnly works if breath was "clipped." Allows full volume delivery.Shortens Expiratory Time (TET_E).
Time (TIT_I)DecreaseAllows you to set a higher RR without stacking breaths.May cut volume if too short.

6. Summary of Clinical Utility

When to use PC-AC:

  • Pros: Lung protective (limits PpeakP_{peak}); Comfortable (Variable Flow).
  • Cons: Unstable Minute Ventilation. Requires tight "Low Minute Volume" alarms.

Reflection Checkpoint:
You are caring for a patient with status asthmaticus (high Resistance) on PC-AC.

  1. Why might a Short Rise Time help them? (Answer: They need high initial flow to overcome the resistance and satisfy air hunger).
  2. If their resistance worsens, will the ventilator alarm "High Pressure"? (Answer: No, it will maintain the set pressure but deliver very little volume. You must watch the Volume alarms).

Exploration
Below is a ventilator with more controls. Play around with the different ventilator and patient variables to see how things are affected. Watch the calculators below to see how ventilation is affected.


PC-AC
Adult (70kg)
405
0
cmH2OPpeak
540360
0
mlVTI
122
0.0
l/minExpMinVol
540360
0
mlVTE
3510
0
b/minfTotal
1:3.0
I:E
PawcmH2O
0
20
40
60
2
4
6
8
10
12
Flowl/min
-50
0
50
2
4
6
8
10
12
Volml
0
200
400
600
800
2
4
6
8
10
12
15cmH2O
ΔP
5cmH2O
PEEP
40%
Oxygen
17:58:56

Controls

Compliance40 mL/cmH2O
Resistance10 cmH2O/L/s
Chest Wall1 x
P-Control
15cmH2O
Rate
15b/min
PEEP
5cmH2O
Oxygen
40%
T-Insp
1s
Rise Time
0.1s
Trigger (flow)
L/min
Flow Trigger
Independent variables (used across equations)
C40 mL/cmH2O
Compliance
C: 0.04 L/cmH2O
\Delta P15 cmH2O
Drive pressure
f0.91
Filling factor (rise time + \u03c4)
V_T^{pred}450 mL
Predicted tidal volume
V_T^{pred}: 0.45 L
V_T450 mL
Tidal volume
V_T: 0.45 L
RR15 breaths/min
Respiratory rate
\dot V_E6.75 L/min
Minute ventilation
Predicted Vt (PC)

Pressure-targeted Vt estimate from compliance and drive pressure.

Equation + work
Rearranged from equation of motion for a pressure step: VT=CΔPff is the filling factor from rise time and τ=RCf=1rteTi/rtτeTi/τrtτVTpred=CΔPf=0.04L/cmH2O150.91=0.45L(450mL)\text{Rearranged from equation of motion for a pressure step: } V_T = C\,\Delta P\,f \\ \text{f is the filling factor from rise time and } \tau = R \cdot C \\ f = 1 - \frac{rt e^{-T_i/rt} - \tau e^{-T_i/\tau}}{rt - \tau} \\ V_T^{pred} = C \cdot \Delta P \cdot f = 0.04\,\mathrm{L/cmH_2O} \cdot 15 \cdot 0.91 = 0.45\,\mathrm{L} (450\,\mathrm{mL})
Minute Ventilation

Ventilation per minute from Vt and RR.

Equation + work
V˙E=VTRRVT=450mL=0.45LV˙E=0.4515=6.8L/min\dot V_E = V_T \cdot RR \\ V_T = 450\,\mathrm{mL} = 0.45\,\mathrm{L} \\ \dot V_E = 0.45 \cdot 15 = 6.8\,\mathrm{L/min}

Last Edited 02/02/2026