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"ABSTRAKLong-term national development stresses on life quality of excellent resources. so that we focus to the young generationsm who need guidance and care from all disease than can stop their growth to be adulthood to continue long term national development.This observation aims to know informations factor about something low DPT (diphteria, pertussis, tetanus). immunization in Gunung Tua Julu village of Panyabungan district, Mandailing Natal. this observation is analytical survey with correlation approach this instrument used questionnaire from 38 moms who have baby ages two to four months. primary and secondary data were processed and analyzed with quantitative univariat and bivariat analyses. biavariat analysis used chi square test the significant value is p <0.05.Based on the univariat result of research / observation can be seen that the majority of respondents age from 30-35 is 22 persons (57,9%) and minority is 20-29 is 16 person (42,1%). for the respondents education majority of high school (SMA, D3,PT) IS 24 persons (63,2%) and minority of secondary school (SD,SMP) is14 persons (36,8%). for unemployment (housewife) is 26 persons (31, 58%) and minority of employes (PNS), farmer, merchant etc) is 12 persons (68,42%). based on the research result, the distance from health facility majority is 27 persons (71.1%) and minority is 11 persons (28,9%).The result showed that some factors which related to the giving of DPT (diphteria, pertussis, tatnus) in Gunung Tua Julu Mandailing Natal District is job/ occupation (value p: 0,11) supporting from husband (0.001) distance (p:0.003) knowledge (0.026).To all health worker in puskesmas Gunung Tua Julu need to give counseling to all moms/ mothers who have baby about how important giving DPT (diphteria, pertussis, tetanus). immunization and to all local health workers to give more information to the society so that they know more about immunization."

"ABSTRAKPenyakit difteri adalah penyakit yang disebabkan oleh bakteri Corynebacteirum diphteriae yang menyerang bagian selaput bagian dalam saluran pernapasan bagian atas, hidung, dan kulit. Penyakit difteri merupakan penyakit yang dapat dicegah dengan imunisasi.Pada skripsi ini dibahas model SVIR dengan pengobatan. Model ini menggunakan sistem persamaan diferensial biasa berdimensi 8. Dalam skripsi ini, untuk menjelaskan keberadaan titik keseimbangan, kestabilan pada titik keseimbangan, dan Basic Reproduction Number (R0) dilakukan kajian analitik dan numerik. Adapun titik keseimbangan bebas penyakit atau Disease Free Equilibrium (DFE), kestabilan pada titik keseimbangan bebas penyakit, dan R0 didapat dengan kajian analitik. Melakukan simulasi numerik untuk mencari titik keseimbangan endemik (EE), dan kestabilan pada titik keseimbangan endemik (EE). Melakukan kajian numerik saat R0 < 1 untuk menunjukkan titik keseimbangan bebas penyakit stabil asimtotik dan pada saat R0 > 1 untuk menentukan titik keseimbangan endemik yang stabil asimtotik dengan beberapa titik awal serta dinamika populasi dengan perubahan nilai parameter. Sensitivitas R0 dilakukan simulasi dengan parameter proporsi individu bayi yang menerima antitoksin difteri pada saat kelahiran (CV ), dan laju penularan penyakit (0. Pengurangan laju penularan penyakit (0 danpenambahan proporsi individu bayi yang menerima antitoksin difteri pada saat kelahiran (CV ) efektif dalam pencegaahan penyebaran penyakit difteri.

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ABSTRACTDiphtheria is a disease caused by bacteria Corynebacteirum diphteriae which attacks the inner membranes of the upper respiratory tract, nose, and skin. Diphtheria is a disease that can be prevented by immunization. In this thesis, are constructed SVIR model with treatment. This model are using ordinary differential equation system with 8 dimensions. In this thesis, to explain the existence of a balance point, stability at the equilibrium point, and textit Basic Reproduction Number (R0) are using analytical and numericalanalysis. The Disease Free Equilibrium (DFE), the stability at DFE, and R0 are done explain by analytical analysis. Do numerical simulations to find endemic equilibrium (EE), and stability at endemic equilibrium (EE). A Numerical analysis is done explain when R0 < 1 to denote asymptotically stable disease-free equilibrium points and at R0 >1 to determine asymptotically stable endemic balance points with some starting points and population dynamics with changes in parameter values. The sensitivity of R0 is simulated by parameters of the proportion of individuals receiving diphtheria antitoxin at birth (CV), and disease transmission rate of (0. Decreasing disease transmission rate 0 and an increasing proportion of individuals receiving diphtheria antitoxin at the time of birth (CV ) effective in prevention of the transmission of diphtheria"