Dashboard UPT Perpustakaan

Buku Now and Then: Current Issues in Historical Context merupakan buku pembelajaran membaca dan menulis yang membahas isu-isu kontroversial masa kini dengan menghubungkannya pada konteks sejarah. Buku ini memuat 68 bacaan pendek dan 47 materi visual yang membantu pembaca melihat bahwa banyak persoalan kontemporer memiliki akar atau kemiripan dengan persoalan pada masa lalu.

Buku Now and Then: Current Issues in Historical Context merupakan buku pembelajaran membaca dan menulis yang membahas isu-isu kontroversial masa kini dengan menghubungkannya pada konteks sejarah. Buku ini memuat 68 bacaan pendek dan 47 materi visual yang membantu pembaca melihat bahwa banyak persoalan kontemporer memiliki akar atau kemiripan dengan persoalan pada masa lalu.

Buku "Nuclear Magnetic Resonance: General Concepts and Applications" karya William W. Paudler membahas konsep dasar dan penerapan teknik NMR (Nuclear Magnetic Resonance) dalam bidang kimia organik, anorganik, dan biokimia

"Summary of Nucleic Acids and Molecular Biology 8 covers:

1. Structure and function of nucleic acids (DNA and RNA)
2. Mechanisms of replication, transcription, and translation
3. Regulation of gene expression and epigenetics
4. Molecular technologies and applications
5. Current research in molecular biology

This book discusses advanced topics in molecular biology, providing insights into the molecular mechanisms underlying biological processes. The contributors present current research and latest developments in the field of nucleic acids and molecular

Metode numerik adalah teknik komputasi untuk menyelesaikan masalah matematika yang rumit melalui pendekatan dan iterasi (pengulangan tebakan). Ini menjadi fondasi komputasi modern yang memungkinkan insinyur memecahkan persamaan kompleks dengan cepat menggunakan komputer, terutama ketika solusi eksak sulit ditemukan

Metode numerik adalah teknik komputasi untuk menyelesaikan masalah matematika yang rumit melalui pendekatan dan iterasi (pengulangan tebakan). Ini menjadi fondasi komputasi modern yang memungkinkan insinyur memecahkan persamaan kompleks dengan cepat menggunakan komputer, terutama ketika solusi eksak sulit ditemukan

Irrigation systems are crucial for crop growth in areas with limited rainfall, making water management techniques essential. The flow of water in unsaturated soil is a complex and challenging problem to quantitatively characterize. Mathematicians, agriculture engineers, hydrologists, soil physicists, and hydrologists have long been interested in understanding the flow of water in unsaturated soil. This book presents a numerical investigation analyzed mathematical aspects of two-dimensional infiltration problems, focusing on irrigation channel infiltration into uniform soil. The study calculated matric flux potential using boundary integral equation techniques. The boundary integral equation method (BIEM) is a powerful numerical technique that can reduce the computation domain by one dimension, making it less flexible than the Finite Element Method (FEM). The BIEM is used to compute the matric flow potential throughout the soil using specific irrigation channel shapes, demonstrating its power. The methodology was developed to calculate matrix flux potential in a uniform soil medium with irrigation channels and various inclusions. This book serves Green’s function to determine the matrix flux potential, which was found to be consistent with conventional boundary element methods. The method was also used to resolve the partial differential equation for time-dependent flow, using Laplace Transform and numerical inversion to derive time-varying values of matrix flux potential across isotropic homogeneous soil.

Irrigation systems are crucial for crop growth in areas with limited rainfall, making water management techniques essential. The flow of water in unsaturated soil is a complex and challenging problem to quantitatively characterize. Mathematicians, agriculture engineers, hydrologists, soil physicists, and hydrologists have long been interested in understanding the flow of water in unsaturated soil. This book presents a numerical investigation analyzed mathematical aspects of two-dimensional infiltration problems, focusing on irrigation channel infiltration into uniform soil. The study calculated matric flux potential using boundary integral equation techniques. The boundary integral equation method (BIEM) is a powerful numerical technique that can reduce the computation domain by one dimension, making it less flexible than the Finite Element Method (FEM). The BIEM is used to compute the matric flow potential throughout the soil using specific irrigation channel shapes, demonstrating its power. The methodology was developed to calculate matrix flux potential in a uniform soil medium with irrigation channels and various inclusions. This book serves Green’s function to determine the matrix flux potential, which was found to be consistent with conventional boundary element methods. The method was also used to resolve the partial differential equation for time-dependent flow, using Laplace Transform and numerical inversion to derive time-varying values of matrix flux potential across isotropic homogeneous soil.

Irrigation systems are crucial for crop growth in areas with limited rainfall, making water management techniques essential. The flow of water in unsaturated soil is a complex and challenging problem to quantitatively characterize. Mathematicians, agriculture engineers, hydrologists, soil physicists, and hydrologists have long been interested in understanding the flow of water in unsaturated soil. This book presents a numerical investigation analyzed mathematical aspects of two-dimensional infiltration problems, focusing on irrigation channel infiltration into uniform soil. The study calculated matric flux potential using boundary integral equation techniques. The boundary integral equation method (BIEM) is a powerful numerical technique that can reduce the computation domain by one dimension, making it less flexible than the Finite Element Method (FEM). The BIEM is used to compute the matric flow potential throughout the soil using specific irrigation channel shapes, demonstrating its power. The methodology was developed to calculate matrix flux potential in a uniform soil medium with irrigation channels and various inclusions. This book serves Green’s function to determine the matrix flux potential, which was found to be consistent with conventional boundary element methods. The method was also used to resolve the partial differential equation for time-dependent flow, using Laplace Transform and numerical inversion to derive time-varying values of matrix flux potential across isotropic homogeneous soil.

Irrigation systems are crucial for crop growth in areas with limited rainfall, making water management techniques essential. The flow of water in unsaturated soil is a complex and challenging problem to quantitatively characterize. Mathematicians, agriculture engineers, hydrologists, soil physicists, and hydrologists have long been interested in understanding the flow of water in unsaturated soil. This book presents a numerical investigation analyzed mathematical aspects of two-dimensional infiltration problems, focusing on irrigation channel infiltration into uniform soil. The study calculated matric flux potential using boundary integral equation techniques. The boundary integral equation method (BIEM) is a powerful numerical technique that can reduce the computation domain by one dimension, making it less flexible than the Finite Element Method (FEM). The BIEM is used to compute the matric flow potential throughout the soil using specific irrigation channel shapes, demonstrating its power. The methodology was developed to calculate matrix flux potential in a uniform soil medium with irrigation channels and various inclusions. This book serves Green’s function to determine the matrix flux potential, which was found to be consistent with conventional boundary element methods. The method was also used to resolve the partial differential equation for time-dependent flow, using Laplace Transform and numerical inversion to derive time-varying values of matrix flux potential across isotropic homogeneous soil.

Irrigation systems are crucial for crop growth in areas with limited rainfall, making water management techniques essential. The flow of water in unsaturated soil is a complex and challenging problem to quantitatively characterize. Mathematicians, agriculture engineers, hydrologists, soil physicists, and hydrologists have long been interested in understanding the flow of water in unsaturated soil. This book presents a numerical investigation analyzed mathematical aspects of two-dimensional infiltration problems, focusing on irrigation channel infiltration into uniform soil. The study calculated matric flux potential using boundary integral equation techniques. The boundary integral equation method (BIEM) is a powerful numerical technique that can reduce the computation domain by one dimension, making it less flexible than the Finite Element Method (FEM). The BIEM is used to compute the matric flow potential throughout the soil using specific irrigation channel shapes, demonstrating its power. The methodology was developed to calculate matrix flux potential in a uniform soil medium with irrigation channels and various inclusions. This book serves Green’s function to determine the matrix flux potential, which was found to be consistent with conventional boundary element methods. The method was also used to resolve the partial differential equation for time-dependent flow, using Laplace Transform and numerical inversion to derive time-varying values of matrix flux potential across isotropic homogeneous soil.

Buku "Nursing Care Plans: Nursing Diagnosis and Intervention (6th Edition)" yang ditulis oleh Meg Gulanick dan Judith L. Myers (ISBN: 978-0-323-03954-3) merupakan salah satu buku panduan penyusunan rencana asuhan keperawatan (Askep) medis-bedah paling komprehensif di dunia keperawatan.

Nusa Tenggara Timur (NTT) merupakan provinsi kepulauan di Indonesia timur yang dikenal dengan karakter geografis kering, keanekaragaman budaya, dan potensi pariwisata yang tinggi. Dalam beberapa dekade terakhir, dinamika pembangunan sosial ekonomi di NTT memperlihatkan perkembangan signifikan namun masih menghadapi berbagai tantangan struktural.

Nusa Tenggara Timur (NTT) merupakan provinsi kepulauan di Indonesia timur yang dikenal dengan karakter geografis kering, keanekaragaman budaya, dan potensi pariwisata yang tinggi. Dalam beberapa dekade terakhir, dinamika pembangunan sosial ekonomi di NTT memperlihatkan perkembangan signifikan namun masih menghadapi berbagai tantangan struktural.

Nusa Tenggara Timur (NTT) merupakan provinsi kepulauan di Indonesia timur yang dikenal dengan karakter geografis kering, keanekaragaman budaya, dan potensi pariwisata yang tinggi. Dalam beberapa dekade terakhir, dinamika pembangunan sosial ekonomi di NTT memperlihatkan perkembangan signifikan namun masih menghadapi berbagai tantangan struktural.