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newSchoolWorks.com › VoTechWorks › Health & Personal Services › EMT / Paramedic › Trauma Assessment and Management › Lesson 1
HLT-EMT39-02 · Lesson 1 · 22.5 clock hours · theory

Mechanisms of Injury and Kinematics

Objective. Students will explain how kinetic energy transfer, blunt, penetrating, and blast forces produce predictable injury patterns used to guide assessment priorities.

⚠ Pending professional review

This lesson, its worked examples and its practice questions has not yet been verified by a licensed clinician in the field or by a certification or approval body. It is a study draft and may contain errors. Do not use it to make decisions about any patient or medication. Always follow your instructor, your supervising professional, and current official references and regulations.

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Mechanisms of Injury and Kinematics

Kinematics is the science of motion. In emergency medicine, it describes how forces act on the body to produce injury. Understanding kinematics allows you to predict which injuries a patient is likely to have—even before physical signs appear—so you can prioritize your assessment and avoid missing life threats.

Energy and the Physics Behind Injury

All trauma begins with energy transfer. Newton's First Law tells us that a body in motion stays in motion until acted on by an outside force. In a motor vehicle collision (MVC), the car stops but the unrestrained occupant continues moving until something stops them—the steering wheel, windshield, or dashboard.

Kinetic energy (KE) governs how severe that transfer can be. The formula is:

KE = ½ × mass × velocity²

Two points are critical here. First, doubling a patient's mass doubles the kinetic energy. Second, doubling velocity quadruples it. This is why high-speed crashes and falls from significant height produce far more devastating injuries than low-speed events. A small increase in speed creates a large increase in destructive energy.

Newton's Third Law—every action has an equal and opposite reaction—explains why occupants rebound after striking interior surfaces, often sustaining secondary impacts.

Blunt Trauma

Blunt trauma results from forces applied over a wide area without penetrating the skin. The body undergoes three collisions in a typical MVC:

1. The vehicle hits an object and decelerates rapidly.

2. The occupant hits the interior of the vehicle (steering column, dash, A-pillar).

3. Internal organs hit the chest wall or abdominal wall—the heart can lacerate against the sternum; the liver and spleen can tear at their ligamentous attachments.

Predictable patterns by restraint status matter clinically. Unrestrained drivers commonly sustain head, face, cervical spine, chest, and knee injuries. Lap-belt-only occupants are at risk for lumbar spine fractures (Chance fracture) and small-bowel injuries. Properly restrained occupants still risk sternal fractures and clavicle injuries from the shoulder belt.

Falls from height follow similar physics. The greater the height, the greater the velocity at impact. Adults who fall and land feet-first often sustain calcaneal fractures, tibial plateau fractures, and lumbar compression fractures in a predictable axial-load pattern. Falls in pediatric patients tend to produce head injuries because children's heads are proportionally larger.

Rollover crashes increase injury risk because the occupant may be subjected to multiple impacts in multiple directions.

Penetrating Trauma

Penetrating injuries are caused by an object that breaks the skin and transfers energy along a tract. Three factors determine severity:

The temporary cavity is a key concept. High-velocity rounds compress and stretch surrounding tissue radially outward in milliseconds, tearing structures that are not directly in the bullet's path. Organs with high fluid content (liver, spleen, bladder) and low elasticity are most susceptible. Lung tissue, being elastic and air-filled, tolerates temporary cavitation better.

Always consider the trajectory. A stab wound or gunshot wound to the upper abdomen may involve the chest; thoracoabdominal injuries are common and easy to underestimate.

Blast Injuries

Explosions produce a complex injury pattern that is categorized into four phases:

Patients near an explosion should be assessed for all four mechanisms simultaneously.

Clinical Application and Safety

Kinematics is a guide, not a guarantee. A high-energy mechanism should raise your index of suspicion and prompt a thorough head-to-toe assessment even when the patient appears stable. Conversely, a seemingly minor mechanism in an older adult or a patient on anticoagulants can produce serious injury.

Scene safety always comes first. Do not enter an active shooting scene, a blast site with structural instability, or an MVC with uncontrolled traffic until law enforcement and safety officers clear the scene. Gathering mechanism information must never delay your own safety or basic life-saving interventions.

Spinal motion restriction decisions, hemorrhage control priorities, and transport destination choices are all informed by mechanism of injury. Document the mechanism clearly in your patient care report—this information guides emergency department physicians even after you transfer care.

Key terms8

KinematicsThe branch of mechanics describing motion and the forces that cause it; in EMS, the study of how energy transfer produces predictable injury patterns.
Kinetic Energy (KE)The energy an object possesses due to its motion, calculated as ½ × mass × velocity²; the primary determinant of injury severity in trauma.
Blunt TraumaInjury caused by a force applied over a broad area that does not penetrate the skin; common in motor vehicle collisions and falls.
Penetrating TraumaInjury caused by an object that breaks the skin and transfers energy along a wound tract; severity depends on velocity, profile, and fragmentation.
Temporary CavityThe transient radial displacement of tissue created by a high-velocity projectile; can damage structures beyond the direct wound tract.
Blast Injury (Primary)Injury caused directly by the overpressure wave of an explosion; predominantly affects air-filled organs such as the lungs, bowel, and middle ear.
Index of SuspicionThe provider's awareness, based on mechanism and kinematics, that certain injuries are likely even when not yet confirmed by physical signs.
Coup-ContrecoupA brain injury pattern in which the brain sustains damage at the site of impact (coup) and on the opposite side as it rebounds (contrecoup).

Worked examples3

1. A vehicle traveling at 30 mph strikes a wall. A second identical vehicle strikes the same wall at 60 mph. Compare the kinetic energy of the two vehicles. Assume both have the same mass (m).
  1. Write the formula: KE = ½ × m × v²
  2. For Vehicle 1 at 30 mph: KE₁ = ½ × m × (30)² = ½ × m × 900 = 450m
  3. For Vehicle 2 at 60 mph: KE₂ = ½ × m × (60)² = ½ × m × 3600 = 1800m
  4. Calculate the ratio: KE₂ ÷ KE₁ = 1800m ÷ 450m = 4
Answer: The vehicle traveling at 60 mph has four times the kinetic energy of the vehicle traveling at 30 mph, even though speed only doubled. This demonstrates why high-speed crashes produce dramatically more destructive energy and why you should maintain a high index of suspicion for serious internal injury in high-speed MVCs.
2. A 160-lb (approximately 73 kg) unrestrained adult passenger is in a vehicle traveling 40 mph (approximately 18 m/s) that stops suddenly. Calculate the passenger's approximate kinetic energy in joules at the moment of impact.
  1. Identify values: mass = 73 kg, velocity = 18 m/s
  2. Apply the formula: KE = ½ × mass × velocity²
  3. Square the velocity: 18² = 324
  4. Calculate: KE = 0.5 × 73 × 324 = 0.5 × 23,652 = 11,826 joules
Answer: Approximately 11,826 joules of kinetic energy must be absorbed by the occupant's body or transferred to interior structures. This large energy transfer explains why unrestrained occupants at highway speeds sustain severe, often multi-system injuries.
3. An adult falls from a roof and lands feet-first from a height of 20 feet. List the three-injury axial-load pattern you would predict and explain the mechanism.
  1. Recognize that a feet-first fall focuses the impact force upward through the long axis of the skeleton.
  2. Identify the first likely injury: calcaneal (heel bone) fractures as the feet absorb initial ground impact.
  3. Identify the second likely injury: tibial plateau fractures as force continues upward through the lower extremities.
  4. Identify the third likely injury: lumbar vertebral compression fractures as the axial force reaches the spine; also consider wrist fractures if the patient reached out to break the fall, and head/cervical spine injury if they fell forward.
Answer: Predicted pattern: calcaneal fractures → tibial plateau fractures → lumbar compression fractures (the 'Don Juan' or axial-load triad). Knowing this pattern directs you to examine the heels, knees, and spine even if the patient reports only foot pain, because these injuries commonly occur together.

The math in this lesson2

Learners use KE = 1/2 m v^2 to show a 60 mph crash carries four times the energy of 30 mph.
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Brush up in the math halls at newSchoolWorks.com:
In class: Guided reading of the kinematics chapter from a current NAEMSE-aligned paramedic textbook followed by a structured note-taking exercise identifying energy transfer formulas and their clinical implications. · Small-group case analysis: students review four real-world crash and shooting scenarios, sketch predicted injury patterns on anatomical diagrams, and present findings to the class. · Short-answer quiz on Newton's laws as applied to MVC, falls from height, blast overpressure, and penetrating trajectory, with instructor-led debrief of each answer.
Materials: Current NAEMSE/Brady or Jones & Bartlett paramedic textbook, anatomical diagrams, whiteboard, kinematics video clips, scenario cards
Check: Written quiz of 20 items; student must score 80% or higher; instructor reviews missed items individually before progression.

Practice check8

Answer each question, then check it. Nothing is recorded; this is your own practice.

Trauma
1. According to the kinetic energy formula (KE = ½mv²), which change will have the GREATEST effect on the amount of energy transferred during a trauma event?
Trauma
2. An unrestrained driver strikes a steering wheel during a frontal collision. Which sequence BEST describes the three collisions that occur?
Trauma
3. A patient sustains a gunshot wound to the left upper quadrant of the abdomen. Which additional body region should you assess with HIGHEST priority based on trajectory kinematics?
Trauma
4. Which organ characteristic makes it MOST vulnerable to injury from the temporary cavity created by a high-velocity projectile?
Trauma
5. A patient is brought to you after an explosion inside a building. She has ruptured tympanic membranes and complains of chest pain and shortness of breath but has no visible external wounds. Which blast injury phase BEST explains her lung and ear findings?
Trauma
6. A lap-belt-only restrained passenger is involved in a moderate-speed frontal collision. Which injury pattern should you MOST suspect based on kinematics?
EMS Operations
7. You respond to a reported shooting in an alley. Bystanders say the shooter may still be nearby. What is your FIRST priority?
Trauma
8. Newton's First Law of Motion (law of inertia) is MOST directly illustrated by which traumatic event?
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