---
title: Male-Female Elbow 45 Degree | Asmuss
description: Galvanised Malleable Male-Female Elbow 45 Degree
---

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###### [steel ](https://www.asmuss.co.nz/steel)| [fittings ](https://www.asmuss.co.nz/steel/products/fittings)| [GALVANISED MALLEABLE IRON PIPE FITTINGS ](https://www.asmuss.co.nz/steel/products/fittings/galvanised-malleable-iron-pipe-fittings)|  Male-Female Elbow 45° 

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)          

Size = metric  |  A / B = mm  |  Kg/pc is approximate 

| Asmuss Code | Size | A | B | Kg/pc |
| --- | --- | --- | --- | --- |
| GEMF45015 | 15 | 22 | 28 | 0.08 |
| GEMF45020 | 20 | 25 | 32 | 0.13 |
| GEMF45025 | 25 | 28 | 37 | 0.20 |
| GEMF45032 | 32 | 33 | 43 | 0.32 |
| GEMF45040 | 40 | 36 | 46 | 0.41 |
| GEMF45050 | 50 | 43 | 55 | 0.68 |
| GEMF45065 | 65 | 49.5 | 65 | 0.81 |

### PRODUCT ENQUIRY

![Screen Shot 2020-11-20 at 9.25.09 AM](https://www.asmuss.co.nz/hubfs/Screen%20Shot%202020-11-20%20at%209.25.09%20AM.png)

 Download our Steel Fittings catalogue

[![Download](https://hubspot-no-cache-ap1-prod.s3.amazonaws.com/cta/default/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90.png)](https://hubspot-cta-redirect-ap1-prod.s3.amazonaws.com/cta/redirect/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90)

![Screen Shot 2020-11-20 at 9.25.09 AM](https://www.asmuss.co.nz/hubfs/Screen%20Shot%202020-11-20%20at%209.25.09%20AM.png)

 Download our latest Steel catalogue for full product specs

[![Download](https://hubspot-no-cache-ap1-prod.s3.amazonaws.com/cta/default/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90.png)](https://hubspot-cta-redirect-ap1-prod.s3.amazonaws.com/cta/redirect/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90)

### STEEL PRODUCTS

![AdobeStock_407887807](https://www.asmuss.co.nz/hs-fs/hubfs/AdobeStock_407887807.jpeg?)

 Steel 

<https://www.asmuss.co.nz/steel/products/steel>

![AdobeStock_984350282](https://www.asmuss.co.nz/hs-fs/hubfs/AdobeStock_984350282.jpeg?)

 Pipe 

<https://www.asmuss.co.nz/steel/products/pipe>

![Fittings](https://www.asmuss.co.nz/hs-fs/hubfs/Asmuss%20Pictures%20183.jpg?width=263&name=Asmuss%20Pictures%20183.jpg)

 Fittings 

<https://www.asmuss.co.nz/steel/products/fittings>

![Fastenings](https://www.asmuss.co.nz/hs-fs/hubfs/Fastenings.jpeg?)

 Fastenings 

<https://www.asmuss.co.nz/steel/products/fastenings>

![Engineering Supplies](https://www.asmuss.co.nz/hs-fs/hubfs/Engineering%20Supplies.jpeg?width=5760&height=3840&name=Engineering%20Supplies.jpeg)

 Engineering Supplies 

<https://www.asmuss.co.nz/steel/products/engineering-supplies>

![Fencing](https://www.asmuss.co.nz/hs-fs/hubfs/1D4E6978.jpg?width=263&name=1D4E6978.jpg)

 Fencing 

<https://www.asmuss.co.nz/steel/products/fencing>

### STEEL CAPABILITIES

[![Internal - Asmuss Christcfffhurch (47)](https://www.asmuss.co.nz/hubfs/Internal%20-%20Asmuss%20Christcfffhurch%20(47).png?) ](https://www.asmuss.co.nz/steel/capability/construction)

### Steel Construction

Our Steel is procured from the most reputable mills around the world, to certify product quality and traceability.

[ Learn More ](https://www.asmuss.co.nz/steel/capability/construction) 

<https://www.asmuss.co.nz/steel/capability/construction>

[![Manufacturing and Engineering (6)](https://www.asmuss.co.nz/hubfs/Manufacturing%20and%20Engineering%20(6).jpg?) ](https://www.asmuss.co.nz/steel/capability/civil)

### Steel Civil

We can source unique / non-standard product as well as meet large project requirements.

[ Learn More ](https://www.asmuss.co.nz/steel/capability/civil) 

<https://www.asmuss.co.nz/steel/capability/civil>

[![Steel - Civil (4)](https://www.asmuss.co.nz/hubfs/Steel%20-%20Civil%20(4).jpg?) ](https://www.asmuss.co.nz/steel/capability/manufacturing-engineering)

### Manufacturing and Engineering

We are proficient at meeting tight lead times, preserving material integrity and offering competitive pricing.

[ Learn More ](https://www.asmuss.co.nz/steel/capability/manufacturing-engineering) 

<https://www.asmuss.co.nz/steel/capability/manufacturing-engineering>

[![Small Scale Primary Colour_RGB](https://www.asmuss.co.nz/hs-fs/hubfs/Small%20Scale%20Primary%20Colour_RGB.png?width=200&height=113&name=Small%20Scale%20Primary%20Colour_RGB.png "Small Scale Primary Colour_RGB")](https://www.asmuss.co.nz/)

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