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Tests of Joints in AAC Masonry Walls Cover

Figures & Tables

Figure 1.

Scheme and view of the modified testing set-up
Scheme and view of the modified testing set-up

Figure 2.

Geometry: a) of P type reference masonry wall, b) masonry walls with steel connectors (wall B and F), c) method of the anchorage with steel punched flat profile, d) method of connection with a wall junction strip
Geometry: a) of P type reference masonry wall, b) masonry walls with steel connectors (wall B and F), c) method of the anchorage with steel punched flat profile, d) method of connection with a wall junction strip

Figure 3.

Failure of a P series model a) first cracks in the reference model P_2 b) view of the joint at the moment of failure P_3
Failure of a P series model a) first cracks in the reference model P_2 b) view of the joint at the moment of failure P_3

Figure 4.

Relationship between the total force and mean relative displacement of the joint – test and calculation results
Relationship between the total force and mean relative displacement of the joint – test and calculation results

Figure 5.

Linear approximation of joint’s behaviour
Linear approximation of joint’s behaviour

Figure 6.

View of the models at the moment of failure: a) model B_2 with wall junction strips, b) model F_3 with bars
View of the models at the moment of failure: a) model B_2 with wall junction strips, b) model F_3 with bars

Figure 7.

Failure of B and F series models a) view of a damaged model with dimensioned displacements between the bed joints in perpendicular walls (B_1) b) typical cambers in the wall junction strip flat profile within the joint (B_3) c) view of a bar joining the walls, pulled out after the test (F_2)
Failure of B and F series models a) view of a damaged model with dimensioned displacements between the bed joints in perpendicular walls (B_1) b) typical cambers in the wall junction strip flat profile within the joint (B_3) c) view of a bar joining the walls, pulled out after the test (F_2)

Figure 8.

Relationship between the total force and mean relative displacement of the joint
Relationship between the total force and mean relative displacement of the joint

Figure 9.

Linear approximation of work of reinforced joint (1 – connector)
Linear approximation of work of reinforced joint (1 – connector)

Figure 10.

Comparison of test results with the calculation results according to the engineering model
Comparison of test results with the calculation results according to the engineering model

Calculated lengths of connectors

Type of connectorDisplacementsForcesUltimate displacements
Elastic phaseFailure phaseElastic phaseFailure phaseAssumptions of the methodCondition of the connector’s rapture (21)
uel mmupl mmNel kNNpl kNuel,gr mmugr,y mm
B2.48·10-4 3.72·10-4 10.415.61.690.680.02 mm(0.02t)0.04 (0.04t)
F1.64·10-1 2.78·10-1 15.125.61.760.791.19 mm(0.12ϕ)3.14 (0.31ϕ)

Joint stiffness

ModelElastic joint stiffnessResidual joint stiffnessResidual force
Kt MN/mKt,mv MN/mKd MN/mKd,mv MN/mKr MN/mKr,mv MN/m
B_120222110931
B_233091
B_313270
F_121532010811
F_240081
F_334481

Testing program

Series nameType of jointl mmA mm2 I mm4 fy N/mm2 Es N/mm2 No. of walls in series
PTraditional masonry bond----------3
BPerforated wall junction strip b×t= 22×1 mm 300 (300 t)221.83144662253
FSteel bar ϕ10 300 (30 ϕ)794915361905003

Lengths of connectors determined based on the condition of forces acting in the joint

Type of connectorElastic phasePost-elastic phaseFailure phaseMean value
ecr,mv mmed,mv mmeu,mv mme mm
B0.35 (0.35t)0.56 (0.56t)0.87 (0.87t)0.59 (0.59t)
F23.8 (2.4ϕ)48.6 (4.9ϕ)53.0 (5.3ϕ)41.8 (4.18ϕ)

Lengths of connectors determined from the conditions of displacements

Type of connectorElastic phaseFailure phaseLimit length of the connector
eel,u mmepl,u mmegr mm
B11.2 (11t)80.5 (80t)300 t
F30.7 (3.1 ϕ)228.5 (22.9 ϕ)30 ϕ

Test results

ModelCracking forceDowel forceForce at failureDisplacement at the moment of crackingDowel displacementDisplacement right before failure
Ncr kNNcr,mv kNNd kNNd,mv kNNu kNNu,mv kNucr mmucr,mv mmud mmud,mv mmuu mmuu,mv mm
B_12417.61711.11010.60.120.09(0.09t)0.820.803.366.86(6.86t)
B_2167110.051.068.60
B_3129110.090.528.61
F_12526.51313.02120.20.120.09(0.9ϕ)1.291.756.968.31(0.83ϕ)
F_22814200.071.949.17
F_32712190.082.018.81

Comparison of test and calculation results

Joint model testCalculation results
Cracking forceFailure forceResidual forceCracking force (7)Failure force (9)Residual force (11)
Ncr,mv kNNu,mv kNNr,mv kNNcr kNNu kNNr kN
33.748.314.930.045.915.3
Cracking dis-placementFailure dis-placementResidual dis-placementCracking displacement (6)Failure dis-placement (8)Residual force (10)
ucr,mv mmuu,mv mmur,mv mmucr mmuu mmur mm
0.100.246.320.090.244.27
DOI: https://doi.org/10.21307/acee-2018-056 | Journal eISSN: 2720-6947 | Journal ISSN: 1899-0142
Language: English
Page range: 79 - 92
Submitted on: May 21, 2018
Accepted on: Nov 6, 2018
Published on: Mar 2, 2022
Published by: Silesian University of Technology
In partnership with: Paradigm Publishing Services
Publication frequency: 4 issues per year

© 2022 Iwona GALMAN, Radosław JASIŃSKI, published by Silesian University of Technology
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 License.