YATE ALPIN self-inflating Mat 3,8 blue/grey

In stock (>5 pcs)
Code: SC00138
€93,75
Category: SELFINFLATING MATS, modrá
Colour: blue
Length: 183 cm
Weight: 620 g
Material: polyester 20D
Width: 51 cm
Thermal resistance: 4,0
Thickness: 3,8 cm
Type: self inflating
Valve: reverse
EAN: 8595053923489

ALPIN utilises the last materials to reach the lowest weight and volume when packed. By combining the new surface and core materials the weight has benn reduced to mere 620 g. At the same time the mat retains the maximum comfort and excellent insulation properties. REVERSE valve allows for faster inflating or deflating. ALPIN is designed for hiking and climbing, and it should be used in a tent or in places where is surface will not get easily damaged.

 

Surface: Polyester 20

Color: blue/grey

Dimension: 183x51x3,8 cm

Packing in: 14 x 26 cm

Folding in half: Yes

Weight: 620 g  (can vary ± 10%)

Thermal resistance: 4,0

 

General Information about the product

Producer: Yate

 

Self inflating mats

Instructions for use: Before use, remove all objects from the base under the mat, which could damage its surface, open the valve and unfold the mat.

The REVERSE valve is opened by pulling out and closes by pushing - see description of valve use below. The length of inflation depends on the method of storage before use. You can inflate the mat with your mouth or a special YATE pump (the pump will ensure that moist air does not enter the mat, which insulates less). Close the valve.

 

General information: Do not leave the mat inflated with the valve closed in direct sunlight and at high temperatures (above 30 ° C)! In these cases, you should always open the valve. If you use the mat in high temperatures, drop a little air to release the pressure. This will prevent possible damage to the product. Do not expose to direct fire!

 

Protect from sharp objects. Protect from contact with chemically aggressive substances (acids, caustics, solvents, repellents, fatty creams and other substances), which could damage the product. Store the mat dry and clean and dry place. Clean with soap and water. Tolerances of  thickness and weight may vary 10%.

 

 

Guarantee of quality

Modern products are usually not only pleasant to the eye but also have many technical amenities and details which are hidden but dramatically improve quality of the product and make it unique. Self-inflating mats have three major quality factors 1) light weight 2) small size when packed 3) long lifespan.

The light weight is achieved by selection of high-quality materials both for surface of the mat and the core.
This material must be not only light but also firm and durable. We also lighten the mat by using lightweight inner foam. However this is not done at the expense of comfortability and insulation qualities of the mat. The choice of material and the way of lightening of the mat has significant impact on the size of packed mat.
 
All of our product has double layer of insulation which prevents air against air leaking, this insuation is applied to top layer of the fibre. This ensures maximum protection and long lifespan of the product. Each mat is tested for 24 hours after manufacturing, which helps us avoid selling defective products.
 

THERMAL RESISTANCE

Thermal resistance is the feature which is today usually stated with sleepíng mats. Thermal resistance - R is physical quantity which states thermo-isolational properties of a material. It is dependent on thickness of the material and λ. When we want to make R as high as possible, we aim for the maximal possible thickness of the material and at the same time we are trying to keep λ as low as possible. Thermal resistance R stands for resistance of 1 m2 of material against transmission of heat energy in difference of temperatures 1 K. Coefficient of thermal conductivity λ represents the ability of material to conduct thermic power. It is a value of W wich transmits through material of 1 m of thickness when the difference between temeperatures of surfaces is 1 K. Notes: R = d / λ (m2.K.W-1); d - thickness of the material (m); λ - Coefficient of thermal conductivity of the material (W.m-1.K-1).
 
ANTI-SLIP SURFACE „YATE MICRO BRUSHED“
When sleeping in nature - the place for the mat is not usually perfectly flat and thus even the best mat may not entirely serve to its purpose, when you slip off with your sleeping bag. For this reason ve evolved special surface with anti-slip material „MICRO BRUSHED“ which increases the friction and prevents the sleeping bag from slipping.

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