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Blood, the heart, circulation and respiration

Welcome to one of the most fundamental areas of human biology! This topic covers how your body transports essential resources (like oxygen and glucose) to every single living cell, and how those cells then convert those resources into usable energy.

What you'll learn:

  • How the components of your blood are perfectly adapted for transport and defense.
  • How the structures of arteries, veins, and capillaries match their specific jobs.
  • The anatomy of the heart and how to calculate cardiac output.
  • The differences between aerobic and anaerobic respiration, and how we measure respiration rates in the lab.

1. The Structure and Function of Blood

Blood is not just a liquid; it is a vital tissue consisting of cells suspended in a liquid medium called plasma. Each component has a highly specialized role to play.

Definition

Tissue

A group of similar cells working together to perform a specific function.

Plasma

Plasma is a straw-colored liquid that makes up over half of your blood volume. It acts as the transport medium for:

  • Carbon dioxide: carried as hydrogencarbonate ions from respiring cells to the lungs.
  • Urea: a waste product made in the liver, transported to the kidneys for excretion.
  • Digested food molecules: such as glucose and amino acids, carried from the small intestine to cells.
  • Hormones: chemical messengers transported from endocrine glands to target organs.
  • Heat energy: distributed evenly around the body to maintain a constant core temperature.

Red Blood Cells (Erythrocytes)

The sole purpose of red blood cells is to transport oxygen from the lungs to respiring tissues.

Key Idea

Red Blood Cell Adaptations

Red blood cells are highly specialized to maximize the rate of oxygen diffusion:

  1. Biconcave shape: This gives them a very large surface area to volume ratio, allowing oxygen to diffuse in and out much faster.
  2. No nucleus: This leaves more space inside the cell to pack in haemoglobin.
  3. Loaded with Haemoglobin: This is a red protein containing iron that binds reversibly with oxygen.

In the lungs, where oxygen concentration is high, oxygen binds to haemoglobin to form oxyhaemoglobin:

Haemoglobin+Oxygen⇌Oxyhaemoglobin \text{Haemoglobin} + \text{Oxygen} \rightleftharpoons \text{Oxyhaemoglobin} Haemoglobin+Oxygen⇌Oxyhaemoglobin

In respiring tissues, where oxygen concentration is low, the reaction reverses, releasing the oxygen to diffuse into the cells.

White Blood Cells

White blood cells are an essential part of the immune system, defending the body against pathogens (disease-causing microorganisms). You need to know two main types:

  1. Phagocytes: These cells engulf and digest pathogens in a process called phagocytosis. They have a lobed (multi-lobed) nucleus, which allows them to easily squeeze through capillary walls to reach infected tissues.
  2. Lymphocytes: These cells produce proteins called antibodies. Each antibody has a specific shape that perfectly matches and binds to the antigens (marker proteins) on the surface of a specific pathogen, clumping them together so phagocytes can destroy them easily.

Platelets

Platelets are tiny, membrane-bound cell fragments with no nucleus. When you cut yourself, they release chemicals that trigger blood clotting. This forms a scab, which serves two vital purposes:

  • It prevents excessive blood loss.
  • It prevents pathogens from entering the open wound.

Higher Tier: Calculating with Standard Form

Because cells are incredibly small and exist in massive numbers, GCSE exam questions often require you to perform biological calculations using standard form (A×10nA \times 10^nA×10n).

Example

Calculating total red blood cells in a patient

A patient has a total blood volume of 5.0 dm³. Given that 1.0 mm31.0\text{ mm}^31.0 mm3 of blood contains 5.5×1065.5 \times 10^65.5×106 red blood cells, calculate the total number of red blood cells in the patient's body. Write your answer in standard form.

  1. Convert the total blood volume from cubic decimetres (dm3\text{dm}^3dm3) to cubic millimetres (mm3\text{mm}^3mm3). Recall that 1 dm=100 mm1\text{ dm} = 100\text{ mm}1 dm=100 mm. Therefore, 1 dm3=(100 mm)3=106 mm31\text{ dm}^3 = (100\text{ mm})^3 = 10^6\text{ mm}^31 dm3=(100 mm)3=106 mm3 (which is 1,000,000 mm31,000,000\text{ mm}^31,000,000 mm3). Multiply the patient's blood volume by this conversion factor:
Total volume in mm3=5.0×106 mm3 \text{Total volume in mm}^3 = 5.0 \times 10^6\text{ mm}^3 Total volume in mm3=5.0×106 mm3
  1. Set up the calculation to multiply the volume by the concentration of cells.
Total cells=(5.0×106 mm3)×(5.5×106 cells/mm3) \text{Total cells} = (5.0 \times 10^6\text{ mm}^3) \times (5.5 \times 10^6\text{ cells/mm}^3) Total cells=(5.0×106 mm3)×(5.5×106 cells/mm3)
  1. Simplify the expression using the laws of indices. Multiply the coefficient values first:
5.0×5.5=27.5 5.0 \times 5.5 = 27.5 5.0×5.5=27.5

Add the powers of ten:

106×106=106+6=1012 10^6 \times 10^6 = 10^{6+6} = 10^{12} 106×106=106+6=1012

This initially gives:

Total cells=27.5×1012 \text{Total cells} = 27.5 \times 10^{12} Total cells=27.5×1012
  1. Adjust the value into correct scientific standard form. Standard form requires the lead coefficient to be between 1 and 10. Divide 27.5 by 10 and increase the exponent by 1:
Total cells=2.75×1013 red blood cells \text{Total cells} = 2.75 \times 10^{13}\text{ red blood cells} Total cells=2.75×1013 red blood cells

2. Structure and Function of Blood Vessels

Blood is pumped around the body through a closed network of tubes called blood vessels. There are three distinct types, each structurally adapted to its specific job:

Blood VesselDirection of FlowPressureWall StructureLumen WidthPresence of Valves?
ArteryAway from heartHighThick layer of muscle and elastic fibresNarrowNo
VeinTowards the heartLowThin walls with little muscle/elastic tissueWideYes
CapillaryThrough tissues (exchange)LowExtremely thin (one cell thick)Extremely narrowNo

How Structure Relates to Function

  • Arteries carry blood directly from the heart. The high pressure requires thick, muscular walls to prevent the vessel from bursting. The elastic fibres allow the walls to stretch when the heart beats and recoil afterwards, which helps smooth out the blood flow.
  • Veins carry blood under low pressure back to the heart. Because the pressure is low, the walls can be thin. They have a wide lumen to minimize friction and resistance to blood flow. Because blood travels slowly under low pressure, veins contain pocket valves to ensure blood only flows in one direction—preventing it from pooling due to gravity.
  • Capillaries are the site of substance exchange. Their walls are only one cell thick (made of a single layer of endothelial cells). This provides an incredibly short diffusion distance for oxygen and glucose into tissues, and carbon dioxide out. Their lumen is so narrow that red blood cells must squeeze through in single file, slowing them down and bringing them as close as possible to surrounding respiring cells.

Diagram showing cross-sections and 3D views of an artery, capillary, and vein

Common Mistake

Confusing Cell Walls and Vessel Walls

Never say that "capillaries have thin cell walls". Plant cells have cell walls; animal cells do not! A capillary wall is made of a single layer of cells. Say: "The wall of the capillary is only one cell thick."


3. The Heart and Circulatory System

Humans have a double circulatory system. This means that for every complete circuit of the body, blood passes through the heart twice:

  1. The Pulmonary Circuit: The right side of the heart pumps deoxygenated blood to the lungs to pick up oxygen and release carbon dioxide.
  2. The Systemic Circuit: The left side of the heart pumps oxygenated blood to the rest of the body to deliver oxygen to tissues.

Anatomy of the Heart

The heart is a muscular pump split into a left side and a right side by a wall of muscle called the septum.

Tip

Which side is which?

Always remember that diagrams of the heart are drawn as if you are looking at a patient face-on. The Left side of the heart is on the right-hand side of your page, and the Right side is on the left-hand side of your page!

Cross-section of the human heart showing chambers, valves, blood vessels, and wall thickness

The Pathway of Blood Through the Heart

Let's follow a drop of deoxygenated blood as it returns from the body:

  1. Deoxygenated blood enters the Right Atrium via the Vena Cava.
  2. The atrium contracts, pushing blood through the Tricuspid Valve (an atrioventricular valve) into the Right Ventricle.
  3. The right ventricle contracts, forcing the tricuspid valve shut (preventing backflow) and opening the Semi-lunar Valve. Blood is pumped out through the Pulmonary Artery to the lungs.
  4. In the lungs, the blood becomes oxygenated. It returns to the heart, entering the Left Atrium via the Pulmonary Vein.
  5. The left atrium contracts, pushing blood through the Bicuspid (Mitral) Valve into the Left Ventricle.
  6. The left ventricle contracts, forcing the bicuspid valve shut and opening the Semi-lunar Valve. Oxygenated blood is pumped out of the Aorta to the rest of the body.

Relative Thickness of the Chamber Walls

If you look closely at the heart diagram, you will notice two major differences in wall thickness:

  • Atria walls vs. Ventricle walls: Atria have very thin muscular walls because they only have to pump blood a very short distance down into the ventricles. Ventricles have much thicker walls because they must pump blood out of the heart.
  • Left Ventricle wall vs. Right Ventricle wall: The muscular wall of the left ventricle is significantly thicker than that of the right ventricle. The right ventricle only pumps blood a short distance to the lungs, which are delicate and close to the heart. The left ventricle must generate enough pressure to pump blood all the way around the entire body.

Calculating Cardiac Output

To assess how well a heart is functioning, we can calculate its cardiac output—the volume of blood pumped by one ventricle per minute.

Definition

Cardiac Output

The volume of blood pumped by one ventricle of the heart per minute. It is calculated using:

Cardiac Output=Stroke Volume×Heart Rate \text{Cardiac Output} = \text{Stroke Volume} \times \text{Heart Rate} Cardiac Output=Stroke Volume×Heart Rate
  • Stroke Volume: The volume of blood pumped out of a ventricle in a single beat (measured in cubic centimetres, cm3\text{cm}^3cm3).
  • Heart Rate: The number of times the heart beats per minute (measured in beats per minute, bpm\text{bpm}bpm).
  • Cardiac Output: Measured in cm3/min\text{cm}^3/\text{min}cm3/min or dm3/min\text{dm}^3/\text{min}dm3/min.
Example

Calculating stroke volume during exercise

During exercise, an athlete's heart rate increases to 120 bpm120\text{ bpm}120 bpm and their cardiac output is measured at 14.4 dm3/min14.4\text{ dm}^3/\text{min}14.4 dm3/min. Calculate the athlete's stroke volume during this exercise in cm3\text{cm}^3cm3.

  1. State the formula relating the variables.
Cardiac Output=Stroke Volume×Heart Rate \text{Cardiac Output} = \text{Stroke Volume} \times \text{Heart Rate} Cardiac Output=Stroke Volume×Heart Rate
  1. Rearrange the formula to make Stroke Volume the subject.
Stroke Volume=Cardiac OutputHeart Rate \text{Stroke Volume} = \frac{\text{Cardiac Output}}{\text{Heart Rate}} Stroke Volume=Heart RateCardiac Output​
  1. Convert units to ensure consistency. The question asks for the stroke volume in cm3\text{cm}^3cm3, but the cardiac output is currently given in dm3/min\text{dm}^3/\text{min}dm3/min. Recall that 1 dm3=1000 cm31\text{ dm}^3 = 1000\text{ cm}^31 dm3=1000 cm3.
Cardiac Output in cm3/min=14.4×1000=14,400 cm3/min \text{Cardiac Output in cm}^3/\text{min} = 14.4 \times 1000 = 14,400\text{ cm}^3/\text{min} Cardiac Output in cm3/min=14.4×1000=14,400 cm3/min
  1. Substitute the numbers into the rearranged equation and solve.
Stroke Volume=14,400120=120 cm3 per beat \text{Stroke Volume} = \frac{14,400}{120} = 120\text{ cm}^3\text{ per beat} Stroke Volume=12014,400​=120 cm3 per beat

4. Cellular Respiration

Many students confuse breathing with respiration. Breathing (ventilation) is a mechanical process of moving air in and out of the lungs. Respiration is a chemical reaction.

Definition

Respiration

An exothermic chemical reaction that occurs continuously in living cells to release energy from nutrient molecules (like glucose) for metabolic processes.

Because respiration releases energy to its surroundings, it is classified as an exothermic reaction. Cells use this released energy for:

  • Contracting muscles (movement).
  • Active transport of molecules against concentration gradients.
  • Building large molecules from smaller ones (protein synthesis).
  • Maintaining a constant body temperature (in mammals and birds).

Aerobic Respiration

Aerobic respiration occurs only when plenty of oxygen is available. It is highly efficient because glucose is completely broken down, releasing a large amount of energy. Most of the reactions in aerobic respiration take place inside the mitochondria of cells.

  • Word Equation:
Glucose+Oxygen⟶Carbon Dioxide+Water(+Energy released) \text{Glucose} + \text{Oxygen} \longrightarrow \text{Carbon Dioxide} + \text{Water} \quad (+\text{Energy released}) Glucose+Oxygen⟶Carbon Dioxide+Water(+Energy released)
  • Balanced Chemical Equation:
C6H12O6+6O2⟶6CO2+6H2O \text{C}_6\text{H}_{12}\text{O}_6 + 6\text{O}_2 \longrightarrow 6\text{CO}_2 + 6\text{H}_2\text{O} C6​H12​O6​+6O2​⟶6CO2​+6H2​O

Anaerobic Respiration

Anaerobic respiration occurs in the absence of oxygen (or when oxygen levels are extremely low, such as during vigorous exercise). Because glucose is only partially broken down, it releases much less energy per glucose molecule than aerobic respiration.

In Animal Muscle Cells:

During high-intensity exercise, the blood cannot supply oxygen to muscles fast enough to keep up with the demand for energy. Muscles switch to anaerobic respiration, producing lactic acid:

  • Word Equation:
Glucose⟶Lactic Acid(+Some energy released) \text{Glucose} \longrightarrow \text{Lactic Acid} \quad (+\text{Some energy released}) Glucose⟶Lactic Acid(+Some energy released)
Common Mistake

Lactic Acid and Muscle Fatigue

The buildup of lactic acid in muscle cells causes muscle fatigue and pain. After exercise, this lactic acid must be broken down by reacting it with oxygen in the liver. This creates an oxygen debt—which is why you keep breathing heavily even after you have finished exercising!

In Plants and Yeast (Fermentation):

When plants or yeast cells respire without oxygen, they produce ethanol and carbon dioxide instead of lactic acid:

  • Word Equation:
Glucose⟶Ethanol+Carbon Dioxide(+Some energy released) \text{Glucose} \longrightarrow \text{Ethanol} + \text{Carbon Dioxide} \quad (+\text{Some energy released}) Glucose⟶Ethanol+Carbon Dioxide(+Some energy released)

5. Core Practical: Investigating Respiration Rate

You must be able to describe how to set up and use a respirometer to measure the rate of respiration in small, living organisms (such as germinating seeds or woodlice).

A diagram of a double-tube respirometer showing the experimental tube with organisms and the control tube with glass beads

How the Respirometer Works

  1. Oxygen Consumption: The living organisms in the experimental tube respire aerobically. They take in oxygen gas from the air inside the tube.
  2. Carbon Dioxide Absorption: As they respire, they release carbon dioxide gas. However, the sodium hydroxide (or soda lime) at the bottom of the tube chemically absorbs this carbon dioxide instantly.
  3. Pressure Drop: Because the oxygen gas is being consumed, and the produced carbon dioxide is being absorbed, the overall volume of gas inside the experimental tube decreases. This causes a decrease in gas pressure.
  4. Liquid Movement: The air pressure in the control tube remains higher, which pushes the colored liquid in the capillary U-tube towards the experimental tube.
  5. Measuring Rate: By measuring the distance the colored liquid moves in a set amount of time (using a ruler and stopwatch), you can calculate the rate of oxygen consumption, which directly represents the rate of respiration.

Why is the Control Tube Necessary?

The control tube contains glass beads with the exact same volume and mass as the living organisms. Since no living things are inside, it does not respire.

If the room temperature fluctuates or atmospheric pressure changes, the air in both tubes will expand or contract by the same amount. This prevents external environmental factors from pushing the liquid, ensuring that any movement of the colored liquid is solely due to the respiration of the organisms.


Exam technique

In the exam

  1. Never forget the units: When calculating cardiac output, always make sure the units match. If cardiac output is in dm3/min\text{dm}^3/\text{min}dm3/min but stroke volume is in cm3\text{cm}^3cm3, convert your volume units early (1 dm3=1000 cm31\text{ dm}^3 = 1000\text{ cm}^31 dm3=1000 cm3).
  2. Left means Right: Label diagrams carefully. The thickest ventricle wall is always on the anatomical left (the right side of your page).
  3. Respirometer details: If asked how to improve reliability in a respirometer experiment, suggest placing the apparatus in a thermostatically controlled water bath because temperature directly affects enzyme-controlled respiration reactions.
  4. Respiration definitions: Always specify that respiration "releases" energy, never say it "creates" or "makes" energy (violating the law of conservation of energy!).
Self review

Check yourself

  • Can you explain why a capillary wall being only one cell thick is an advantage, but having a thin cell wall is a scientifically incorrect statement?
  • Can you write the balanced chemical symbol equation for aerobic respiration from memory?
  • Why does blood flow from the right ventricle into the pulmonary artery, and not back into the right atrium, when the ventricle contracts?
Recap questions

1 of 5

Oxygen needs to diffuse quickly from the blood into a muscle cell. Which feature of a nearby capillary helps this most?

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Blood is a vital transport tissue consisting of cells suspended in a straw-colored liquid medium called plasma. Plasma makes up over half of your blood volume and carries carbon dioxide, urea, digested food molecules, hormones, and heat energy around the body.

Suspended in the plasma are red blood cells, which are highly specialized for oxygen transport. They have a biconcave shape to maximize surface area, no nucleus to provide more room for haemoglobin, and contain iron-rich haemoglobin which binds reversibly to oxygen.

Haemoglobin+Oxygen⇌Oxyhaemoglobin \text{Haemoglobin} + \text{Oxygen} \rightleftharpoons \text{Oxyhaemoglobin} Haemoglobin+Oxygen⇌Oxyhaemoglobin

White blood cells defend against pathogens: phagocytes engulf and digest them using a lobed nucleus to squeeze through vessel walls, while lymphocytes produce specific antibodies. Platelets are cell fragments that trigger blood clotting to prevent blood loss and pathogen entry.

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Blood is a [     ] with cells suspended in liquid [     ].

Blood, the heart, circulation and respiration Revision Guide

  1. GCSE
  2. /Biology
  3. /Blood, the heart, circulation and respiration