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Atlas / Biology / The Development Thread

Field · Emerged 1888 – 1969

Experimental Embryology

What tells each cell of an embryo what to become?

5 chapters5 min read6 turning points1 open problem

Branched from
Embryology
Branched into
Developmental Genetics + Stem Cell Biology
Figures
Wilhelm Roux, Hans Driesch, Hans Spemann, Hilde Mangold, Alan Turing, Robert Briggs, Thomas King, John Gurdon, Lewis Wolpert, Ian Wilmut, Keith Campbell

In brief

Experimental embryology asks what causes development, not only what it looks like. Its method is surgery on living embryos: killing or separating early cells, grafting tissue from one embryo into another, and moving a nucleus from one cell into an egg. Each experiment asks whether a cell's fate is fixed inside it or given to it by its neighbours.

The answers were mostly the second. Early cells can often make up for lost neighbours, tissues instruct each other to change, and even the nucleus of a specialised cell keeps every gene needed to build a whole animal. Theorists turned the results into ideas that still frame the subject: signals that spread and are read by concentration, and patterns that form by themselves from chemistry. Cloning, from frogs in the 1950s to Dolly the sheep in 1996, grew directly out of this work.

Key ideas

RegulationEnters 1888 – 1892

An early embryo can adjust to losing or gaining cells and still form a normal, if smaller, body. Its cells' fates are not fixed at the start.

Induction and the organiserEnters 1924

One tissue can instruct a neighbouring tissue to change its fate. A small region of the early amphibian embryo, the organiser, can induce a whole second body axis.

Nuclear equivalenceEnters 1952 – 1962

Specialised cells keep all their genes. Cells differ because they use different genes, not because they have lost the rest.

Positional informationEnters 1969

Cells learn where they are, for example from the concentration of a signal that fades with distance from its source, and each interprets that position according to its own history.

Reaction–diffusionEnters 1952

Two chemicals that react and spread at different speeds can turn a uniform tissue into spots or stripes on their own, with no outside template.

Chapter I

Mechanics of Development

By the 1880s embryology had described development in great detail, and Haeckel had tied it to evolution. Wilhelm Roux thought description was not enough. He called for an Entwicklungsmechanik, a mechanics of development, that would find causes by experiment. In 1888 he pricked one of the first two cells of a frog embryo with a hot needle. The surviving cell made half an embryo. Roux concluded that the egg is a mosaic, each part destined from the start to make its own piece of the body.

Hans Driesch repeated the idea with sea urchins, whose transparent embryos he could shake apart in seawater. Each of the first two cells, separated, made a complete larva of half the normal size. So did each of the first four. Early cells were not committed. They could regulate, making up what was missing. Roux's dead cell, it turned out, had stayed attached and confused the result. Driesch could see no machine that could be cut in half and still work, and he left science for philosophy.

Chapter II

The Organiser

The next question was how cells become committed. In Freiburg Hans Spemann developed microsurgery with fine glass needles and loops of baby's hair. For her doctorate, Hilde Mangold took a small piece of tissue from the dorsal lip, the edge of the pore where cells stream into the early newt embryo, and grafted it into the belly of an embryo of a darker species. The host grew a second back, with a second nerve cord and muscle blocks, built mostly from its own dark cells. The graft had not made the new body. It had organised it.

Mangold died in 1924, before the paper appeared. Spemann received the Nobel prize in 1935. Induction, one tissue instructing another, became the central idea of the field, and embryologists spent decades searching for the organiser's chemical signal without finding it. The tools to identify it arrived only with developmental genetics.

Chapter III

Signals and Nuclei

Two ideas from outside the laboratory shaped the next phase. In 1952 Alan Turing showed that two chemicals reacting and diffusing at different rates can create spots and stripes from nothing, a mathematical result that belongs as much to differential equations as to biology. In 1969 Lewis Wolpert proposed positional information: a cell reads its position from a signal that fades with distance, and responds according to its own history. His French flag, a row of cells split into blue, white and red thirds by two thresholds, became the standard picture.

Meanwhile the old question of the nucleus was settled. If cells become different by losing genes, a specialised nucleus should fail to support development. Robert Briggs and Thomas King learned to transplant a nucleus into an egg whose own nucleus had been removed. Nuclei from early embryos made normal tadpoles, those from older embryos rarely did. In 1962 John Gurdon got tadpoles, and later fertile frogs, from the nuclei of specialised gut cells. Specialised cells keep their genes. They silence most of them.

Chapter IV

A Closer Look: The Odds of Cloning

Nuclear transfer almost always fails, which made the successes hard to interpret. Here are two landmark experiments:

ExperimentDonor cellsAttemptsSuccessesSuccess rate
Gurdon, 1962Gut lining of feeding tadpoles726 transfers10 feeding tadpoles1.4%
Wilmut and colleagues, 1997Cultured udder cells of an adult ewe277 fused eggs1 lamb0.36%

Dolly was made at the Roslin Institute by a team led by Ian Wilmut and Keith Campbell. Of the 277 fused eggs, 29 grew into early embryos that could be transferred to surrogate ewes, about 10 per cent, and one of those 29, about 3 per cent, was born.

How many attempts should a laboratory expect to need? If each attempt succeeds independently with chance pp, the chance that nn attempts all fail is (1−p)n(1-p)^n. Setting this to one half and solving,

n=ln⁡0.5ln⁡(1−p).n = \frac{\ln 0.5}{\ln(1 - p)} .

For Gurdon's rate, p=10/726p = 10/726, this gives n≈50n \approx 50 attempts for an even chance of a tadpole. For Dolly's, p=1/277p = 1/277, it gives n≈192n \approx 192. To be 95 per cent sure of at least one lamb would need about 830 attempts. The Roslin team had been lucky, or determined, and many doubted that the result could be repeated. It was, in mice, in 1998.

The low rates had a sharper consequence. A population of "specialised" cells may contain a few unspecialised ones, and if only one transfer in a hundred works, those few could account for every success. So a rare success does not by itself prove that a fully specialised nucleus can make an animal. The proof came in 2002, when mice were cloned from mature immune cells. Such cells permanently rearrange their antibody genes as they specialise, and the cloned mice carried the rearrangement in every cell. Their nucleus had certainly come from a specialised cell.

Chapter V

From Surgery to Genes

By 1970 experimental embryology had framed the right questions. Cells are told what to become by signals from their neighbours, they read their position, and they keep every gene while using only some. What the signals were, and which genes read them, could not be answered by surgery. The answers came from mutant fruit flies in developmental genetics. Gurdon's result also had a second life. If an egg can reset a specialised nucleus, perhaps a specialised cell could be reset without an egg at all. That question led to stem cell biology.

Applications

Where it is used

  • Mathematics↗ Mathematics · Differential Equations

    Pattern formation as mathematics

    Turing's question, how a uniform state can break into a pattern, became a branch of applied mathematics. Instabilities of reaction–diffusion equations are now used to model animal coats, vegetation stripes in dry lands and patterns in chemical reactors, and are a standard topic in the study of partial differential equations.

    › Sources (1)
    • Murray, J. D. (2003). Mathematical Biology II: Spatial Models and Biomedical Applications (3rd ed.). Springer.
  • Agriculture and conservation

    Cloning animals

    Nuclear transfer is used to copy valuable breeding animals and, experimentally, to revive endangered species from frozen cells. A black-footed ferret cloned from cells frozen in 1988 was born in 2020.

    › Sources (2)

Open problems

Where the map runs out

Open

Why can some animals regrow lost parts?

Open as of 2026; the cells involved are increasingly well known, the reasons for the differences are not.

A flatworm cut into pieces grows each piece into a whole worm. A salamander regrows a lost leg, and a zebrafish regrows part of its heart. Mammals heal most wounds with scar, and people can regrow only a fingertip in childhood and part of the liver. Why do closely related animals differ so much, and could the ability be restored?

Why it is hard

Regeneration seems to reuse the signals of embryonic development, but whether an animal can call on them depends on the immune response to injury, on how cells respond to scarring, and possibly on trade-offs with cancer protection. These differ across species in ways that are hard to separate.

What resolving it unlocks

Treatments that heal damaged hearts, spinal cords and limbs by regrowth rather than scarring.

› Sources (2)

Further reading

  1. Hamburger, V. (1988). The Heritage of Experimental Embryology: Hans Spemann and the Organizer. Oxford University Press.

    An account of the organiser experiment by one of Spemann's own students.

  2. Wolpert, L. (1991). The Triumph of the Embryo. Oxford University Press.

    A short, lively introduction to how embryos develop, by the author of positional information.

  3. Gurdon, J. B. (2013). The egg and the nucleus: a battle for supremacy. Nobel lecture. Development 140(12): 2449–2456.

    Gurdon's own account of nuclear transfer and what it led to.