In Tate Britain
Prints and Drawings Room
View by appointment- Artist
- Joseph Mallord William Turner 1775–1851
- Medium
- Graphite and watercolour on paper
- Dimensions
- Support: 546 × 760 mm
- Collection
- Tate
- Acquisition
- Accepted by the nation as part of the Turner Bequest 1856
- Reference
- D16987
Turner Bequest CXCV 18
Catalogue entry
Explore
- emotions, concepts and ideas(16,401)
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- formal qualities(12,442)
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- diagrammatic(799)
- perspective(214)
- named individuals(12,663)
- inscriptions(6,671)
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- notes and diagrams(882)
You might like
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Joseph Mallord William Turner Lecture Diagram: Perspective Method for a Cube
c.1816–28 -
Joseph Mallord William Turner Lecture Diagram: Perspective Method for a Cube
c.1816–28 -
Joseph Mallord William Turner Lecture Diagram: Perspective Method for a Cube by Jacques Androuet du Cerceau
c.1823–28 -
Joseph Mallord William Turner Lecture Diagram: Perspective Method for a Cube by Andrea Pozzo
c.1823–8 -
Joseph Mallord William Turner Lecture Diagram: Perspective Method for a Cube by Jean Dubreuil (‘The Jesuit’)
c.1823–8 -
Joseph Mallord William Turner Lecture Diagram: Perspective Method for a Cube by Jan/Hans Vredeman de Vries
c.1823–8 -
Joseph Mallord William Turner Lecture Diagram: Anamorphic Perspective
c.1817–28 -
Joseph Mallord William Turner Lecture Diagram: Method for a Cube
c.1818–28 -
Joseph Mallord William Turner Lecture Diagram 33: Perspective Method for a Cube (after Jacopo Vignola)
c.1810 -
Joseph Mallord William Turner Lecture Diagram 32: Perspective Method for a Cube (after Pietro Accolti)
c.1810 -
Joseph Mallord William Turner Lecture Diagram 27: Perspective Method for a Cube (after Jean Pélerin)
c.1810 -
Joseph Mallord William Turner Lecture Diagram 34: Perspective Method for a Cube (after Andrea Pozzo)
c.1810 -
Joseph Mallord William Turner Lecture Diagram 29: Perspective Method for a Cube (after Guidobaldo del Monte)
c.1810 -
Joseph Mallord William Turner Lecture Diagram: Anamorphic Perspective
c.1817–28 -
Joseph Mallord William Turner Lecture Diagram: Perspective Method for a Circle
c.1822–8