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Guarino Guarini

Guarino Guarini

Guarino Guarini (1624-1683) was an Italian architect, priest, and philosopher, whose mathematical studies enabled him to create the most fantastic of all baroque churches.

Guarino Guarini was born in Modena on Jan. 17, 1624. He joined the austere new Theatine order in 1639 and went to Rome for his novitiate. This was during the period when the architect Francesco Borromini was most active. Guarini studied philosophy and theology—and apparently also architecture—before returning to Modena in 1647, where he was ordained, began to work as an architect, and taught in the Theatine house until a disagreement with the ruling Este family in 1655 forced him to leave.

Guarini was in Messina, Sicily, in 1660; his works there were destroyed in the 1908 earthquake. He was back in Modena by 1662, and soon afterward he went to Paris, where he taught, wrote on philosophy and mathematics, and designed Ste-Anne-la-Royale. This church is now known only from engravings, but it must have seemed an extraordinary fantasy among the soberly classical buildings of contemporary Paris. Building was suspended soon after it was begun and was not resumed until 1714.

In 1666 Guarini went to Turin, where his last years were spent and where he created his masterpieces:the Chapel of the Holy Shroud (Sta Sindone), S. Lorenzo, and the Palazzo Carignano. His reputation is attested to by his designs for a church in Prague (but his plans were not followed) and another in Lisbon, destroyed in the 1755 earthquake. In fact, all central European baroque churches owe much to Guarini's example, but few, if any, of the architects who designed them were able to imitate his extraordinarily daring feats of construction. His buildings could have been designed only by an expert in solid geometry (for example, the dome of the Chapel of the Holy Shroud), and there is reason to believe that Guarini was aware of the work of such contemporary mathematicians as Gérard Desargues in projective geometry.

The Chapel of the Holy Shroud is a large circular chapel added to the east end of the Cathedral and intended to contain the Holy Shroud, recently brought by the Savoy ruling family from France. Work on the chapel had commenced before Guarini's arrival, but his design of 1667 is remarkable for the treatment of the upper stages, which consist of a series of latticed arches forming a whole sequence of skeleton domes, so that the eye sees through one into the next in a manner that had never been attempted previously. It is almost impossible to describe these structures except in mathematical terms, but they make even Borromini's most daring inventions, such as the dome of S. Ivo alla Sapienza in Rome, seem almost earthbound, so great is the illusion of light, fragile forms floating in space created by Guarini.

The nearby church of S. Lorenzo, begun in 1668, is perhaps slightly less virtuoso in its handling of the dome structures, but it is more complicated in plan and overall effect, since here Guarini was responsible for the whole work and was not taking over from another architect. The church was not finished until 1687, after Guarini's death, but it was sufficiently far advanced in his lifetime for him to be able to celebrate the first Mass said in it.

The Palazzo Carignano, begun in 1679, is slightly less daring in its treatment of the plan, although it does have a deeply curved facade, inspired by Borromini's Oratory of the Filippini in Rome. The texture of the palace is very rich and is notable for being in carved brick, not stone.

During these years Guarini continued to write on theology, philosophy, and mathematics, and while visiting his publisher in Milan, he died on March 6, 1683. His drawings, which are the source of our knowledge of many of his lost works, were published in 1686, and in 1737 the architect Bernardo Vittone published the text Guarini had intended to accompany them.

Further Reading

The best account of Guarini in English is in Rudolf Wittkower, Art and Architecture in Italy, 1600-1750 (1958; 2d ed. 1965). Guarini is discussed in relation to his contemporaries in Henry A. Millon, Baroque and Rococo Architecture (1961). Germain Bazin, The Baroque (1968), contains an analysis of Guarini and reproductions of his work. □

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Guarini, Guarino

Guarini, Guarino (1624–83). Born in Modena, where he was baptized Camillo, he became a mathematician, Theatine priest, and one of the most original architects of the late C17. Indeed, he was a sophisticated geometrician, and a pioneer of projective and descriptive geometry, as is clear from his Placita Philosophica (1665), Euclides Adauctus (1671) and Architettura Civile (1686— not published until 1737), anticipating the work of Gaspard Monge (1746–1818), who is usually credited with the invention of descriptive geometry. His work on stereotomy doubtless helps to explain the great complexity of his buildings. His main architectural influences derived from Bernini, Borromini, and Cortona: the deeply modelled façades of the Collegio di Nobili, Turin (1679–83), clearly owe a debt to Borromini; while the Palazzo Carignano (also 1679–83) was influenced by Bernini's proposals for the Louvre, Paris (1665), with elements drawn from Borromini's San Carlo alle Quattro Fontane, Rome. All his most interesting surviving work is in Turin, where he developed openwork systems of intersecting ribs instead of solid domes, derived, perhaps, from Borromini's Oratory and Propaganda Fide chapels in Rome. At Turin Cathedral Guarini built the Cappella della SS Sindone to house the Holy Shroud, with a cone-shaped dome (1667–90) composed of diminishing tiers of segmental rib-arches piled up upon one another and framing windows (severely damaged 1997). His Church of San Lorenzo, Turin (1668–80), has an approximately octagonal central space each side of which curves inwards and is composed of a serliana motif, while the dome above is formed of interlocking semicircular ribs disposed to form an eight-pointed star with an open octagon in the centre. The parallel to these arrangements can be found in the Moorish architecture of Spain, such as the Mosque at Córdoba (c.965), and in French Gothic cathedrals. Indeed, his Architettura Civile (1737) contains an intelligent appraisal of Gothic architecture, and his work seems to have exercised a considerable influence in Central Europe, notably on von Hildebrandt, the Dientzenhofers, Fischer von Erlach, Neumann, J. M. Fischer, and, above all, Santini-Aichel, for he made designs for St Maria, Altötting, Prague (1679), while his project for Santa Maria della Divina Providenza, Lisbon (1679 or 1681), has a plan remarkably similar to that of Neumann's Pilgrimage Church of Vierzehnheiligen (Fourteen Saints), Franconia, Germany (1740s).

Bibliography

Brinckmann (1931, 1932);
Guarini (1660, 1665, 1671, 1674, 1675, 1676, 1678, 1683, 1966, 1968);
Meek (1988);
Norberg-Schulz (1986, 1986a);
Oechslin (1970);
Pommer (1967);
Portoghesi (1956);
Wittkower (1982)

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"Guarini, Guarino." A Dictionary of Architecture and Landscape Architecture. . Encyclopedia.com. 23 Jun. 2017 <http://www.encyclopedia.com>.

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"Guarini, Guarino." A Dictionary of Architecture and Landscape Architecture. . Retrieved June 23, 2017 from Encyclopedia.com: http://www.encyclopedia.com/education/dictionaries-thesauruses-pictures-and-press-releases/guarini-guarino

Guarini, Guarino

Guarino Guarini (gwärē´nō gwärē´nē), 1624–83, Italian architect, mathematician, and writer. He was one of the first to analyze with perceptivity the structure of medieval architecture, in his Architettura civile, posthumously edited by Vittone in 1737. After studying in Rome, he returned to his birthplace, Modena, where he was ordained in the Theatine order. In 1660 he moved to Messina and designed several important church buildings there. Soon after, he traveled to Paris, where he built the Theatine church of Sainte-Anne-la-Royale (destroyed 1823) and wrote a mathematical-philosophical treatise, Placita philosophica (1665). Settling in Turin, he designed two palaces and three centralized churches; the Sindone Chapel and the Church of San Lorenzo are considered two of the finest examples of baroque architecture. Guarini reached the pinnacle of his achievement in his planning of domes that suggest the loftiness and openwork of the spires of Gothic churches.

See study by H. A. Meek (1988).

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"Guarini, Guarino." The Columbia Encyclopedia, 6th ed.. . Encyclopedia.com. 23 Jun. 2017 <http://www.encyclopedia.com>.

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"Guarini, Guarino." The Columbia Encyclopedia, 6th ed.. . Retrieved June 23, 2017 from Encyclopedia.com: http://www.encyclopedia.com/reference/encyclopedias-almanacs-transcripts-and-maps/guarini-guarino