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Der practische Puddel- und Walzmeister, oder Anleitung zum Verpuddeln des Roheisens mit Steinkohlen, Braunkohlen, Torf, Holz und brennbaren Gasen, sowie zur weitern Verarbeitung des Puddeleisens und Puddelstahls zu Stabeisen aller Art, zu Eisenbahnschienen, Spurkranzeisen, zu Blech und Draht

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fullscreen: Der practische Puddel- und Walzmeister, oder Anleitung zum Verpuddeln des Roheisens mit Steinkohlen, Braunkohlen, Torf, Holz und brennbaren Gasen, sowie zur weitern Verarbeitung des Puddeleisens und Puddelstahls zu Stabeisen aller Art, zu Eisenbahnschienen, Spurkranzeisen, zu Blech und Draht

Monograph

Persistent identifier:
1913390411
Author:
Hartmann, Carl Friedrich Alexander
Title:
Der practische Puddel- und Walzmeister, oder Anleitung zum Verpuddeln des Roheisens mit Steinkohlen, Braunkohlen, Torf, Holz und brennbaren Gasen, sowie zur weitern Verarbeitung des Puddeleisens und Puddelstahls zu Stabeisen aller Art, zu Eisenbahnschienen, Spurkranzeisen, zu Blech und Draht
Sub title:
mit 12 lithographirten Langfolio-Tafeln
Scope:
XVI, 333 Seiten, XII gefaltete Blätter
Info on language/writing:
In Fraktur
DOI:
10.14463/KXP:1913390411
Year of publication:
1858
Place of publication:
Weimar
Publisher of the original:
Verlag, Druck und Lithographie von Bernh. Fr. Voigt
Identifier (digital):
1913390411
Illustration:
Illustrationen
Reihe:
Neuer Schauplatz der Künste und Handwerke (241)
Signature of the source:
a 3726/1(241)/1858
Language:
German
Usage licence:
Public Domain Mark 1.0
Publisher of the digital copy:
Technische Informationsbibliothek (TIB)
Place of publication of the digital copy:
Hannover
Year of publication of the original:
2025
Document type:
Monograph
Collection:
Mechanical engineering
Materials sciences

Chapter

Title:
Fünfter Abschnitt. Die mechanische Verarbeitung des Puddeleisens.
Document type:
Monograph
Structure type:
Chapter

Chapter

Title:
IV. Die Fabrication feiner Eisensorten mittelst des Feineisenwalzwerks.
Document type:
Monograph
Structure type:
Chapter

Contents

Table of contents

  • Problems in illustration of the principles of plane coordinate geometry
  • Cover
  • ColorChart
  • Title page
  • PREFACE.
  • CONTENTS.
  • ERRATA.
  • STRAIGHT LINE.
  • SECTION I. Elementary Problems. Rectangular Axes.
  • SECTION II. Elementary Problems. Oblique Axes.
  • SECTION III. Polar Equation.
  • SECTION IV. Rectilinear Loci.
  • SECTION V. Transversals. Explicit Parameters.
  • SECTION VI. Transversals. Implicit Parameters.
  • SECTION VII. Rectilinear Areas.
  • CIRCLE.
  • SECTION I. Referred to two Perpendicular Diameters. Tangents.
  • SECTION II. Referred to two Perpendicular Diameters. Chords.
  • SECTION III. Referred to two Perpendicular Diameters. Points.
  • SECTION IV. Referred to any Rectangular Axes.
  • SECTION V. Referred to two Tangents as Axes of Coordinates.
  • SECTION VI. Referred to any Oblique Axes.
  • SECTION VII. Polar Coordinates.
  • SECTION VIII. Polar Equations to Tangents and Chords.
  • SECTION IX. Poles and Polars.
  • SECTION X. Radical Axes, Centres of Similitude, Ac.
  • SECTION XI. Inscribed and Circumscribed Polygons.
  • SECTION XII. Circular Loci.
  • PARABOLA.
  • SECTION I. Referred to the Axis and its Tangent. Ordinates.
  • SECTION II. Referred to the Axis and its Tangent. Tangents.
  • SECTION III. Referred to the Axis and its Tangent. Magical Equation to the Tangent.
  • SECTION IV. Referred to the Axis and its Tangent. Normals.
  • SECTION V. Referred to the Axis and its Tangent. Chords.
  • SECTION VI. Referred to the Axis and its Tangent. Focal Properties.
  • SECTION VII. Referred to a Tangent and its diameter as Axes.
  • SECTION VIII. Referred to two Tangents as Axes.
  • SECTION IX. Referred to any Rectangular Axes whatever. Reduction.
  • SECTION X. Polar Equation. Focus the Pole.
  • SECTION XI. Polar Equation. Vertex the Pole.
  • SECTION XII. Polar Equation. Pole a point in the Axis.
  • SECTION XIII. Polar Equation. Pole anywhere.
  • SECTION XIV. Linear Equation.
  • SECTION XV. Polar Equation to the Tangent.
  • SECTION XVI. Poles and Polars.
  • SECTION XVII. Intersection of Parabolas.
  • SECTION XVIII. Parabolic Loci.
  • SECTION XIX. Parabolic Envelops.
  • SECTION XX. Miscellaneous Problems.
  • ELLIPSE.
  • SECTION I. Referred to its Axes. Ordinates.
  • SECTION II. Referred to its Axes. Tangents.
  • SECTION III. Referred to its Axes. Magical Equation to the Tangent.
  • SECTION IV. Referred to its Axes. Normals.
  • SECTION V. Referred to its Axes. Chords.
  • SECTION VI. Referred to its Axes. Focal Properties.
  • SECTION VII. Referred to its Axes. Conjugate Diameters.
  • SECTION VIII. Referred to Axes parallel to the Axes of the Curve.
  • SECTION IX. Polar Equation. Centre the Pole.
  • SECTION X. Polar Equation. Focus the Pole.
  • SECTION XI. Polar Equation. End of the Axis Major the Pole.
  • SECTION XII. Polar Equation. End of the Axis Minor the Pole.
  • SECTION XIII. Polar Equation. Point in the Axis the Pole.
  • SECTION XIV. Polar Equation. Pole anywhere.
  • SECTION XV. Referred to Conjugate Diameters.
  • SECTION XVI. Deferred to any two Diameters.
  • SECTION XVII. Referred to any Rectangular Axes whatever. Reduction.
  • SECTION XVIII. Linear Equation.
  • SECTION XIX. Intersections of Ellipses.
  • SECTION XX. Polar Equation to the Tangent.
  • SECTION XXI. Polar Equation to a Chord.
  • SECTION XXII. Polar Equation to the Normal.
  • SECTION XXIII. Poles and Polars.
  • SECTION XXIV. Inscribed and Circumscribed Polygons.
  • SECTION XXV. Elliptic Loci.
  • SECTION XXVI. Elliptic Envelops.
  • SECTION XXVII. Miscellaneous Problems.
  • HYPERBOLA.
  • SECTION I. Referred to its Axes. Ordinates.
  • SECTION II. Referred to its Axes. Tangents.
  • SECTION III. Referred to its Axes. Magical Equation to the Tangent.
  • SECTION IV. Referred to its Axes. Focal Properties.
  • SECTION V. Referred to its Axes. Conjugate Diameters. Conjugate Hyperbola.
  • SECTION VI. Referred to its Axes. Asymptotes.
  • SECTION VII. Referred to its Transverse Axis and the Tangent at its Vertex.
  • SECTION VIII. Referred to Conjugate Diameters. Asymptotes.
  • SECTION IX. Referred to Conjugate Diameters. Conjugate Hyperbola.
  • SECTION X. Referred to any two Diameters. Conjugate Hyperbola.
  • SECTION XI. Referred to its Asymptotes.
  • SECTION XII. Referred to any Rectangular Axes.
  • SECTION XIII. Referred to any Rectangular Axes. Reduction.
  • SECTION XIV. Polar Equation. Centre the Pole.
  • SECTION XV. Polar Equation. Focus the Pole.
  • SECTION XVI. Polar Equation. Point in the Axis the Pole.
  • SECTION XVII. Polar Equation. Pole Anywhere.
  • SECTION XVIII. Poles and Polars.
  • SECTION XIX. Hyperbolic Loci.
  • SECTION XX. Miscellaneous Problems.
  • LINES OF THE SECOND ORDER.
  • SECTION I. Referred to a Principal Diameter and its Tangent. Normals.
  • SECTION II. Referred to a Principal Diameter and its Tangent. Chords.
  • SECTION III. Referred to a Principal Diameter and its Tangent. Focal Properties.
  • SECTION IV. Referred to any two Oblique Diameters.
  • SECTION V. Referred to two Tangents as Axes.
  • SECTION VI. Referred to a Tangent and Normal.
  • SECTION VII. Referred to any Axes whatever. Centres.
  • SECTION VIII. Referred to any Axes whatever. Tangents.
  • SECTION IX. Referred to any Axes whatever. Chords.
  • SECTION X. Referred to any Axes whatever. Directrix.
  • SECTION XI. Referred to any Axes whatever. Conjoint Lines and Circles.
  • SECTION XII. Passing through given Points.
  • SECTION XIII. Passing through given Points and touching given straight lines.
  • SECTION XIV. Determination of their Equations from given Conditions.
  • SECTION XV. Poles and Polars.
  • SECTION XVI. Polar Equations.
  • SECTION XVII. Linear Equation.
  • SECTION XVIII. Polar Equation to the Tangent.
  • SECTION XIX. Polar Equation to the Chord of a Conic Section.
  • SECTION XX. Inscribed Polygons.
  • SECTION XXI. Circumscribed Polygons.
  • SECTION XXII. Problems relating to several Curves.
  • SECTION XXIII. Intersections of Conic Sections. Common Chords.
  • SECTION XXIV. Double Contact.
  • SECTION XXV. Conical Loci.
  • SECTION XXVI. Envelopes.
  • SECTION XXVII. Similar Curves.
  • SECTION XXVIII. Miscellaneous Problems.
  • APPENDIX.
  • Cover

Full text

   
  
Betonpfähle. 
a 
229 
der Pfahl direkt als Blechhülse, die mit einer Rammjungfer aus Holz 
gefüllt ist, in das Erdreich eingerammt (Mastpfahl). Nach Entfernung 
der Rammjungfer wer- 
den Eisenbewehrung 
und Beton eingebracht. 
Bei den Bohrpfählen 
wird unter Heraus- 
schaffung des Bohr- 
kernes ein Mantelrohr 
bis zur Erreichung 
tragfähigen Untergrun- 
des abgesenkt und die- 
ses entweder sofort 
oder nach Erweiterung 
des Fußes mit einem 
Bankettbohrer zur Er- 
höhung der Tragfähig- 
keit mit Beton gefüllt 
(Aba - Lorenz - Pfahl, 
Abb. 153. 
  
Fertige Pfähle bei der Schleuse in Ymuiden. 
Abb. 154 und 155). Nach anderen Verfahren wird das Mantelrohr 
wieder herausgezogen (Bauarten: Strauß, Michaelis, Wolfsholz, Grün & Bil- 
finger, Brechtel, Keller u. a.). 
EN N 
  
Abb. 154. Bankettfuß des Lorenz-Pfahls. 
  
NA NN] A y 
Montelrohresi \ 
MRS. Be a Er BE 
ren d’eisernen 
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Abb. 155. 
  
    
    
   
     
  
     
  
  
  
   
  
  
  
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sn 
N 
ER ER | 
rer Warsser ,' 
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N 
Hin 
ruft 
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ung N 
RN 
       
    
  
e ko 
      
  
date 
erfiger Prahi 
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Trichterbelöniehung un 
IITTTITRIIITUT 
  
   
    
  
  
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!Baugrun 
  
  
  
  
  
  
  
  
  
SETTITTEEEERTEN 
IIIINEIIIINS 
x 
NII 
I 
     
  
  
  
  
     
  
  
Herstellung des Lorenz-Pfahls mit 
Bankettfuß. 
Schließlich gibt es noch eine Arbeitsweise mit eingerammtem Vor- 
treibrohr, das wieder gewonnen wird unter Belassung der Spitze im 
Bohrloch. Hierbei wird das Vortreibrohr unter gleichzeitigem Einfüllen 
Grün, Beton. 2. Aufl. 
  
15 
  
  
  
   
  
 
	        

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