1 Hobson, T., "http : //www. taylo r-hobso n. com"
2 Jiang, K., "Using tolerance maps to validate machining tolerances for transfer of cylindrical datum in manufacturing process" 73 (73): 465-478, 2014
3 Yan, H., "Statistical tolerance analysis based on good point set and homogeneous transform matrix ☆" 43 : 178-183, 2016
4 "RPI"
5 Jin, S., "Point-based solution using Jacobian–Torsor theory into partial parallel chains for revolving components assembly" 46 (46): 46-58, 2018
6 Yang, Z., "Novel optimization technique for variation propagation control in an aero-engine assembly" 225 (225): 100-111, 2011
7 Ding, S., "Multistage rotational optimization using unifi ed Jacobian–Torsor model in aero-engine assembly" 233 (233): 251-266, 2017
8 Hua Chen, "Modified Method of the Unified Jacobian-Torsor Model for Tolerance Analysis and Allocation" 한국정밀공학회 16 (16): 1789-1800, 2015
9 Lee, R. M., "Method and apparatus for geometric rotor stacking and balancing"
10 Forrester, J. M., "Loop stacked rotor assembly"
1 Hobson, T., "http : //www. taylo r-hobso n. com"
2 Jiang, K., "Using tolerance maps to validate machining tolerances for transfer of cylindrical datum in manufacturing process" 73 (73): 465-478, 2014
3 Yan, H., "Statistical tolerance analysis based on good point set and homogeneous transform matrix ☆" 43 : 178-183, 2016
4 "RPI"
5 Jin, S., "Point-based solution using Jacobian–Torsor theory into partial parallel chains for revolving components assembly" 46 (46): 46-58, 2018
6 Yang, Z., "Novel optimization technique for variation propagation control in an aero-engine assembly" 225 (225): 100-111, 2011
7 Ding, S., "Multistage rotational optimization using unifi ed Jacobian–Torsor model in aero-engine assembly" 233 (233): 251-266, 2017
8 Hua Chen, "Modified Method of the Unified Jacobian-Torsor Model for Tolerance Analysis and Allocation" 한국정밀공학회 16 (16): 1789-1800, 2015
9 Lee, R. M., "Method and apparatus for geometric rotor stacking and balancing"
10 Forrester, J. M., "Loop stacked rotor assembly"
11 Sun, C. Z., "Improvement of variation propagation control in mechanical assembly using adjustment assembly technique" 870 : 459-464, 2017
12 Wang, L., "Improvement of location and orientation tolerances propagation control in cylindrical components assembly using stack-build assembly technique" 35 (35): 358-366, 2015
13 Mansuy, M., "Comparison of two similar mathematical models for tolerance analysis : T-Map and deviation domain" 135 (135): 101008-, 2013
14 "Axiam"
15 Lu, C., "Assembly joint surface error modeling and tolerance optimization in the case of coupled tolerance" 51 (51): 108-118, 2015
16 Desrochers, A., "Application of a unifi ed Jacobian–Torsor model for tolerance analysis" 3 (3): 2-14, 2003
17 Sun, Y., "An analysis model to predict rotation accuracy of high-precision spindles considering part errors and deformation" V002T002A1-, 2018
18 Guo, J., "A tolerance analysis method for rotating machinery ☆" 10 : 77-83, 2013
19 Zeng, W., "A solution of worstcase tolerance analysis for partial parallel chains based on the unifi ed Jacobian–Torsor model" 47 : 276-291, 2017
20 Yang, Z., "A probabilistic approach to variation propagation control for straight build in mechanical assembly" 64 (64): 1029-1047, 2013
21 Davidson, J. K., "A new mathematical model for geometric tolerances as applied to round faces" 124 (124): 609-622, 2003
22 Kong, L. B., "A kinematics and experimental analysis of form error compensation in ultra-precision machining" 48 (48): 1408-1419, 2008
23 Shen, Z., "A comparative study of tolerance analysis methods" 5 (5): 247-, 2005
24 Sun, Y., "A calculating method for the geometric rotation accuracy of precision spindles considering the manufacturing errors of component parts" 173 : 2017