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Old 08-13-2011, 12:45 AM   #1
leilarr7no
 
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Thumbs up Miniature Painting | Asian Antique Furniture

Art Presents and Mstyora Collectables Lacquer Miniatures in Present Shop Online Mstyora is a very old center of lacquer miniature near Vladimir and Suzdal. This settlement was mentioned in the chronicles for the first time in 1626. In the reign of Peter I the settlement belonged to Prince Fyodor Yurievitch Romodanovsky, companion-in-arms of the tsar and head of the Preobrazhensky department, and was called the Bogoyavlenskaya Sloboda. Since the 18th century icon-painting became the leading trade of this village. The icon-painting style of Mstyora was determined by the tastes and demands of the old believers not of the Moscow region alone, but also of the Urals, Siberia, Zavolzhie (the Volga region) and Pomorie (coast area). Different groups of the old believers had different style requirements which made Mstyora masters imitate various icon-painters. In the 19th century the settlement was named Mstyora. The indigenous inhabitants claim that the name derives from the Russian word “mastera” – masters. Local master-craftsmen made icon mountings for churches and <a href="http://www.glassesonlinecheap.com/chloe-sunglasses-c-11.html"><strong>Chloe Sunglasses</strong></a> monasteries. It laid the groundwork for the local jewelry art employing the technique of filigree known in the time of the Kiev’s Russia. Many talented artists lived here in the 1700s, so many different kinds of folk art arose here such as an icon painting, gold and silver embroidery and engraving. Artwork with a delicate miniature pattern was developed in Mstyora before the revolution, along with the famous Vladimir stitch with a massive ornament. Now, Mstyora is center of Russian folk handicraft of lacquer miniature painting, which is done with tempera paints on articles mostly made of papier-mache. The Mstyora miniatures usually represent scenes from real life, fairy tales, folklore, literary and history works. Special place in Mstera painting takes icon painting. As it has some specific features. This tradition was held by Byzantine art, the successors of which were first and foremost the Vladimir and Suzdal icon painters.The Byzantine technique of painting with flux and Byzantine icon painting was preserved in Mstera for many centuries, right up until the start of the 20th century. Carpet decoration, variety and refinement of picturesque tinges, which contain with general tone of all composition are typical peculiarities of Mstyora’s miniature painting. Warmth and gentleness of colors, depth of landscape backgrounds (often with blue dales in the back), small size and squatness of human figurines, and subtlety of framing pattern done in gold are typical for the Mstyora miniature. Colors gamut of Mstera’s artists is blue-silver or yellow-red. 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Old 08-13-2011, 12:46 AM   #2
wi4bt7eh9gg
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Design Review
elongation
one formula and parameters:
1, the average tensile force prestressed formula and parameters:
where:
Pp-tendon average tensile force (N)
P-side tensioning the tendons tensile force (N)
X-Tension end-to-calculated from the cross-section of the channel Length (m)
θ-calculated from the tension end-to-channel cross-section part of the curve and the tangent of the angle (rad)
k-channel deviation per meter of local influence on the friction coefficient of Sassafras, taking 0.002
μ-prestressed tendons and the pore wall coefficient of friction Sassafras, taking 0.14
2,nike air force ones, tendon elongation value of the theoretical formula and parameters:
where:
Pp-tendon average tensile force (N)
L-tendon length (mm)
Ap-sectional area of tendons (mm2), take 140 mm2
Ep-tendon elastic modulus (N / mm2), taking 1.95 × 105 N / mm2
Second, the elongation calculation:
1, N1 beam at one end of the elongation:
single strand tensioning tensile force
P = 0.75 × 1860 × 140 = 195300N
X = 15.812 / 2 = 7.906m
θ = 11.4 × π/180 = 0.19897rad
kx + μθ = 0.002 × 7.906 +0.14 × 0.19897 = 0.0436678
Pp = 195300 × (1-e-0.0436678) / 0.0436678 = 191097N
ΔL = PpL / (Ap Ep) = 191097 × 7.906 / (140 × 1.95 × 105) = 55.3mm
compared with the design (55.3-57.1) / 57.1 =- 3.15%
2, N2 beam at one end of the elongation:
single strand tensioning tensile force
P = 0.75 × 1860 × 140 = 195300N
X = 15.821 / 2 = 7.9105m
θ = 12.8 × π/180 = 0.2234rad
kx + μθ = 0.002 × 7.9105 +0.14 × 0.2234 = 0.047097
Pp = 195300 × (1-e-0.047097) / 0.047097 = 190772N
ΔL = PpL / (Ap Ep) = 190772 × 7.9105 / (140 × 1.95 × 105) = 55.27mm
compared with the design (55.27-57.1) / 57.1 =- 3.2%
Tension
a theoretical calculation of elongation, calculated parameters:
1, K-channel per meter local deviation of coefficient of friction Sassafras: Take 0.002
2, μ-tendon Sassafras and the pore wall friction coefficient: Take 0.14
3, Ap-sectional area measured tendons: 140 mm2
4, Ep-tendon elastic modulus measured: 2.02 × 105 N / mm2
5, the anchor under the control of stress: σk = 0.75Ryb = 0.75 × 1860 = 1395 N / mm2
6, the anchor port Friction Loss: 3.3% σk
7, single strand tension side of the sheets Pull control: P = 103.3% × σkAp = 201745N
8, jack length: 56cm
9, the work of anchor length: 7cm
10, length limit board: 2.5cm
11, Tools Anchor length: do not count
II Elongation Tension theory calculation:
1, N1 beam at one end of the elongation:
X = 15.812 / 2 = 7.906m
L = 7.906 + (0.56 +0.07 +0.025) = 8.561m
θ = 11.4 × π/180 = 0.19897rad
kx + μθ = 0.002 × 7.906 +0.14 × 0.19897 = 0.0436678
Pp = 201745 × (1 - e-0.0436678) / 0.0436678 = 197404N
ΔL = PpL / (Ap Ep) = 197404 × 8.561 / (140 × 2.02 × 105) = 59.8mm
2, N2 beam at one end of the elongation:
X = 15.821 / 2 = 7.9105m
L = 7.9105 + ( 0.56 +0.07 +0.025) = 8.566m
θ = 12.8 × π/180 = 0.2234rad
kx + μθ = 0.002 × 7.9105 +0.14 × 0.2234 = 0.047097
Pp = 201745 (1-e-0.047097 ) / 0.047097 = 197068N
ΔL = PpL / (Ap Ep) = 197068 × 8.566 / (140 × 2.02 × 105) = 59.7mm
Third,nike air force one, oil jack Tension meter readings and the corresponding calculated
one strand tension control stress:
12 steel strand bundle: σcon = 103.3σk = 103.3% × 2343 = 2420.32KN
Second,air force 1, tension jack No. 1523, 0050, Yau table:
jack regression equation:
P =- 0.35 +0.01035 F
where: P - oil pressure gauge reading (MPa)
F - Jack pull (KN)
(1),air force ones, 10% σcon = 242.032 KN Time:
P =- 0.35 +0.01035 F =- 0.35 +0.01035 × 242.032 = 2.16MPa
(2), 40% σcon = 968.13KN Time:
P =- 0.35 +0.01035 F =- 0.35 +0.01035 × 968.13 = 9.67 MPa
(3), 70% σcon = 1694.22KN Time:
P =- 0.35 +0.01035 F =- 0.35 +0.01035 × 1694.22 = 17.19 MPa
(4), 100% σcon = 2420.32KN Time :
P =- 0.35 +0.01035 F =- 0.35 +0.01035 × 2420.32 = 24.7 MPa
Third, the tension jack No. 1524, 0054, Yau table:
jack regression equation:
P = 0.21 +0.01022 F:
where: P - oil pressure gauge reading (MPa)
F - Jack pull (KN)
(1), 10% σcon = 242.032KN Time:
P = 0.21 +0.01022 F = 0.21 +0.01022 × 242.032 = 2.68 MPa
(2), 40% σcon = 968.13KN Time:
P = 0.21 +0.01022 F = 0.21 +0.01022 × 968.13 = 10.10 MPa
(3 ), 70% σcon = 1694.22KN Time:
P = 0.21 +0.01022 F = 0.21 +0.01022 × 1694.22 = 17.52 MPa
(4), 100% σcon = 2420.32KN Time:
P = 0.21 + 0.01022 F = 0.21 +0.01022 × 2420.32 = 24.95 MPa
IV, No. 1525 Jack Zhang Pull, 0077, Yau table:
jack regression equation: P =- 0.47 +0.01024 F:
where: P - oil pressure gauge reading (MPa)
F - Jack pull (KN)
(1), 10% σcon = 242.032KN Time:
P =- 0.47 +0.01024 F =- 0.47 +0.01024 × 242.032 = 2.0 MPa
(2), 40% σcon = 968.13KN time
P =- 0.47 +0.01024 F =- 0.47 +0.01024 × 968.13 = 9.44 MPa
(3), 70% σcon = 1694.22KN Time :
P =- 0.47 +0.01024 F =- 0.47 +0.01024 × 1694.22 = 16.88 MPa
(4), 100% σcon = 2420.32KN Time:
P =- 0.47 +0.01024 F =- 0.47 + 0.01024 × 2420.32 = 24.31 MPa
V. 1526 jack tension, 0064, Yau table:
jack regression equation: P =- 0.05 +0.01021 F:
where: P - oil pressure gauge reading (MPa)
F - Jack pull (KN)
(1), 10% σcon = 242.032KN Time:
P =- 0.05 +0.01021 F =- 0.05 +0.01021 × 242.032 = 2.42 MPa
(2) ,air force one 25th, 40% σcon = 968.13KN when
P =- 0.05 +0.01021 F =- 0.05 +0.01021 × 968.13 = 9.83 MPa
(3), 70% σcon = 1694.22KN Time:
P =- 0.05 +0.01021 F =- 0.05 +0.01021 × 1694.22 = 17.24 MPa
(4), 100% σcon = 2420.32KN Time:
P =- 0.05 +0.01021 F =- 0.05 +0.01021 × 2420.32 = 24.66 MPa

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