STRESS ANALYSIS: With an Introduction to Finite Element Methods
Kata Kunci:
STRESS, ANALYSISSinopsis
Buku “STRESS ANALYSIS With an Introduction to Finite Element Methods” ini ditulis karena dilatarbelakangi oleh kebutuhan akan sumber bacaan yang aplikatif dan sistematis dalam memahami metode numerik untuk khususnya analisis tegangan dalam dunia rekayasa teknik. Dalam era modern saat ini, perangkat lunak Computer-Aided Engineering (CAE) telah menjadi bagian penting dalam proses desain dan analisis komponen teknik. Oleh karena itu, pemahaman konsep numerik yang kuat serta penerapannya dalam simulasi menjadi sangat krusial bagi para mahasiswa Teknik Mesin maupun praktisi industri.
Buku ini dirancang bukan hanya untuk menjelaskan teori dasar metode elemen hingga metode numerik lainnya, tetapi juga menyajikan langkah-langkah praktis dalam melakukan simulasi menggunakan perangkat lunak CAE, seperti Femap & NX Nastran atau sejenisnya. Contoh-contoh kasus dan studi simulasi yang disajikan berasal dari hasil riset sehingga diharapkan dapat membantu pembaca mengaitkan teori dengan praktik secara lebih nyata.
Bab
-
PRAKATA
-
DAFTAR ISI
-
DAFTAR GAMBAR
-
DAFTAR TABEL
-
BAB 1 Pendahuluan
-
BAB 2 Dasar-Dasar Analisis Tegangan
-
BAB 3 Metode Numerik dalam Analisis Tegangan
-
BAB 4 Konsep Dasar Beban Dinamis Dan Respons Struktur
-
BAB 5 Aplikasi CAE dalam Analisis Tegangan
-
BAB 6 Studi Kasus Analisis Tegangan
-
Bab 7 Saran untuk Pengembangan Selanjutnya
-
DAFTAR PUSTAKA
-
TENTANG PENULIS
Unduhan
Referensi
Bittnar, P., & Padevět, P. (2021). Book Of Full Papers. https://www.labtech.eu
Cadet, G., & Paredes, M. (2023). A new exhaustive semi-analytical method to calculate stress distribution on the surface of a curved beam with circular cross section, with an application to helical compression springs.
Cadet, G., & Paredes, M. (2024). Convergence analysis and mesh optimization of finite element analysis related to helical springs. Mechanics and Industry, 25. https://doi.org/10. 1051/meca/2024018
Direktur Jenderal Sumber Daya Iptek dan Dikti. (2019). Pedoman Operasional Penilaian Angka Kredit Kenaikan Jabatan Akademik/Pangkat Dosen.
Gaikwad, S. R., & Gotmare, A. R. (2025). Convergence Analysis Of Finite Element Method With Crossed Triangular Meshes. IOSR Journal of Mathematics, 21(1), 48–51. https://doi. org/10.9790/0661-2101014851
Gukop, N. S., Kamtu, P. M., Lengs, B. D., Babawuya, A., & Adegoke, A. (2021). Effect of Mesh Density on Finite Element Analysis Simulation of a Support Bracket. FUOYE Journal of Engineering and Technology, 6(3). https://doi. org/10.46792/fuoyejet.v6i3.632
Harahap, J., Mizan, K., & Pribadyo, P. (2024). Analisis Distribusi Tegangan Pada Sistem Suspensi Depan Minibus Dengan Beban Bervariasi. Austenit, 16(1), 48–54. https://doi.org/10.53893/austenit.v16i1.8558
Harahap, J., Putra, T. E., & Nasution, A. R. (2025). Analisis Mesh Size Untuk Konvergensi Coil Spring Roda Depan Minibus Menggunakan Metode Elemen Hingga. Jurnal Mekanova : Mekanikal, Inovasi Dan Teknologi, 11(1).
Imoro, I., Nkrumah, J. K., Ziblim, B., & Mohammed, A.-H. (2023). Analysis of the Material Properties of Vehicle Suspension Coil Spring. World Journal of Engineering and Technology, 11(04), 827–858. https://doi.org/10.4236/wjet.2023.114056
Investigating FEA Results (Mesh Convergence). (n.d.). https://www.valuedes.co.uk/investigating-fea-results.html
Jagodang, H., Husaini, Teuku, E. P., & Dieter, S. (2021). Stress analysis on an automotive coil spring driven on flat, uphill, and downhill road surfaces. Key Engineering Materials, 892 KEM, 124–128. https://doi.org/10.4028/www.scientific. net/KEM.892.124
Jagodang Harahap, W. H. L. (2022). Analisis Eksperimental Dan Numerik Uji Tarik Hasil Pengelasan Smaw Pada Baja Karbon Rendah Dengan Variasi Jenis Elektroda Terhadap Sifat Mekanis. Vocatech: Vocational Education and Technology, 4(1), 8–17. https://doi.org/http://dx.doi.org/10.38038 /vocatech.v4i1.00
J.N. Reddy. (1993). An Introduction to The Finite Element Method (Issue Second).
Larsson, J. (2019). Spring Element Evaluation Using Finite Element Analysis.
Longest, P. W., & Vinchurkar, S. (2007). Effects of mesh style and grid convergence on particle deposition in bifurcating airway models with comparisons to experimental data. Medical Engineering and Physics, 29(3), 350–366. https://doi. org/10.1016/j.medengphy.2006.05.012
Menteri Pendidikan, K. R. D. T. R. I. (2024). Petunjuk Teknis Pelaksanaan Layanan Pembinaan Dan Pengembangan Profesi Dan Karier Dosen.
Muminovic, A. J., Saric, I., & Repcic, N. (2015). Numerical analysis of stress concentration factors. Procedia Engineering, 100(January), 707–713. https://doi.org/10.1016/j.proeng.2015.01.423
Naik, N., Shenoy, P., Nayak, N., Awasthi, S., & Samant, R. (2019). Nithin Nayak, Swetank Awasthi and Rashmi Samant, Mesh Convergence Test for Finite Element Method on High Pressure Gas Turbine Disk Rim Using Energy Norm: An Alternate Approach. International Journal of Mechanical Engineering and Technology (IJMET), 10(1), 765–775. https://doi.org/10.34218/IJMET.10.1.2019.078
Naumov, T., Hadfield, J., & Tan, M. (n.d.). Effect Of Shell Element Mesh Size On Finite Element Results.
ncode. (2024). Powerful System for Test Data Processing and Durability Analysis Product Details. www.hbmprenscia.com
Nor Azman, A. N., Venkatason, K., & Sivaguru, S. (2025). Mesh Convergence Analysis on The Aerodynamic Performance of A Sedan Vehicle. Journal of Engineering Technology and Applied Physics, 7(1), 85–95. https://doi.org/10.33093/jetap.2025. 7.1.14
Oliver, J., Huespe, A. E., & Sánchez, P. J. (2006). A comparative study on finite elements for capturing strong discontinuities: E-FEM vs X-FEM. Computer Methods in Applied Mechanics and Engineering, 195(37–40), 4732–4752. https://doi.org/10. 1016/j.cma.2005.09.020
Patil, H., & Jeyakarthikeyan, P. V. (2018). Mesh convergence study and estimation of discretization error of hub in clutch disc with integration of ANSYS. IOP Conference Series: Materials Science and Engineering, 402(1). https://doi.org/10.1088 /1757-899X/402/1/012065
Patil, S., & Jadhav, S. (2020). International Research Journal Of Engineering And Technology (Irjet) Experimental and FEA of Optimized Existing Lower Control ARM.
Roark, R. J.., Young, W. C.., & Budynas, R. G.. (2002). Roark’s formulas for stress and strain. McGraw-Hill.
Sanjaya, Y., Prabowo, A. R., Imaduddin, F., & Nordin, N. A. B. (2021). Design and analysis of mesh size subjected to wheel rim convergence using finite element method. Procedia Structural Integrity, 33(C), 51–58. https://doi.org/10.1016 /j.prostr.2021.10.008
Seshu, P.. (2012). Textbook of Finite Element Analysis. Prentice-Hall of India.
Sukhairi, T. A., Harahap, J., & Wahju Santoso, D. (2023). Analisis Kinematik Manuver Terbang Vertikal Pada Komponen Swash Plate, Rotor Head Dan Rotor Blades Helikopter Sejenis Nbo - 105 Menggunakan Catia V5r16. Vocatech: Vocational Education and Technology Journal, 4(2). https://doi.org/10.38038/vocatech.v4i2.114
Valeš, J., & Kala, Z. (2018). Mesh convergence study of solid FE model for buckling analysis. AIP Conference Proceedings, 1978. https://doi.org/10.1063/1.5043796
