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  • Palliotto shared ArchiGa's post
    Public • September 2, 2018, 6:25 pm
    ArchiGa
    Public • September 2, 2018, 5:52 am
    THEORY OF PROPORTION - part 3.3: The Ionic Order

    First I suggest you to check out the introduction in the part 3.1 of this topic: https://www.planetminecraft.com/member/archiga/wall/post/90588/

    Before starting I attach this image with the nomenclature of the main parts of the Ionic order as example. All the parts are in the same position in each order, the decors change: https://imgur.com/aAhXWqy



    The Ionic Order is the second of the Greek architecture and represents the effect of the first Eastern influences absorbed by Greek culture, in fact its name derives from Asia Minor (called Ionia). This order symbolizes the female body, for this reason it was used in temples dedicated to the worship of goddesses, such as the Temple of Athena Nike and the Erechtheion (both in Athens)

    According to Vignola the height of the Ionic column is obtained multiplying by 9 the diameter of the column. To get the dimensions of the other parts we give the value of 2 moduli (singular is modulo) to the diameter, so the height of the column is 18 moduli.

    In order to measure correctly the various parts of the order, Vignola used submultiples of the modulo. For the Ionic Order 1 modulo = 18 parti (2 mod = 36 parti, 1/2 mod = 9 parti, 1 mod + 3 p = 21 p etc). I will use abbrevations mod (moduli) and p (parti).

    Of the 18 moduli for height of the column:
    2/3 mod (12 p) for the capital, 1 mod for the base, 16 mod 1/3 for the shaft.

    The height of the entablature is a quarter of the height of the column, then 4,5 mod (18 mod ÷ 4 = 4,5 mod = 81 p), and it is divided in the following parts:
    1 mod 1/4 for the architrave, 1,5 mod for the frieze, 1 mod 3/4 for the cornice.

    The intercolumniation (distance between two columns) must be 4,5 mod.




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  • Palliotto shared ArchiGa's post
    Public • August 31, 2018, 6:18 am
    ArchiGa
    Public • August 31, 2018, 5:53 am
    THEORY OF PROPORTION - part 3.1: The Tuscan Order

    Introduction: in this post and in the following ones I will describe the proportions of the main parts for each order taking as reference the treatise of Vignola "Regola delli cinque ordini d'architettura", previously mentioned in the part 2 (which I advice you to take a look at if you are reading this topic for the first time): https://www.planetminecraft.com/member/archiga/wall/post/90380/.

    Due to the fact that this topic is aimed to the MC Community, I will not dwell on small details and particulars beacuse it would be too complicated to be composed with blocks (unless you use a very big scale).

    Before starting I attach this image with the nomenclature of the main parts of the Ionic order as example. All the parts are in the same position in each order, the decors change: https://imgur.com/aAhXWqy


    The Tuscan Order (from the Latin tuscanĭcus, that means Etruscan) was typical in the Etruscan architecture, then arrived in the Roman architecture.
    Probably the Tuscan derives from the Greek Doric Order, which is very similar in his features. During the Italian Renaissance the Tuscan Order replaced the Doric in architecture, beacuse of its Italian origin.

    According to Vignola the height of the Tuscan column is obtained multiplying by 7 the diameter of the column. To get the dimensions of the other parts we give the value of 2 moduli (singular is modulo) to the diameter, so the height of the column is 14 moduli.

    In order to measure correctly the various parts of the order, Vignola used submultiples of the modulo. For the Tuscan Order 1 modulo = 12 parti (2 mod = 24 parti, 1/2 mod = 6 parti, 1 mod + 3 p = 15 p etc). I will use abbrevations mod (moduli) and p (parti).

    Of the 14 moduli for height of the column:
    1 mod for the capital, 1 mod for the base, 12 mod for the shaft.

    The height of the entablature is a quarter of the height of the column, then 3,5 mod (14 mod ÷ 4 = 3,5 mod = 42 p), and it is divided in the following parts:
    1 mod for the architrave, 1 mod + 2 p for the frieze, 1 mod + 4 p for the cornice.

    The intercolumniation (distance between two columns) must be 4 mod 2/3 (56 p).



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